Class 8th Physics & Chemistry AP Board Solution
Improve Your Learning- What is your local noon time?
- Where do you find moon at night. a) 2days before pournami b) 2days after Amavasya…
- Why doesn’t eclipse occur on every full moon day or on every new moon day?…
- Where do you find the pole star?
- What is the difference that you find between Polestar and other stars?…
- Why does polestar seem to be stationary?
- Name some constellations.
- How many planets are there in our solar system? What are they?
- Look at the table-2 and name the smallest and the biggest planets in our solar system.…
- Among all 8 planets, what is the special thing about earth?
- How do day and night occur?
- Do the stars appear moving? How can you say?
- Is it possible to see the polestar for the people who live in the southern hemisphere of…
- What is the use of artificial satellites in our daily life?
- Why is Venus the brightest planet?
- Are you curious about going to the moon? Why?
- While observing the shadow of a stick from morning to evening, some questions arose in…
- What are the questions that engage your mind when you look at the night sky?…
- Even though we do not have a clock, we can know the time by observing some shadows in day…
- How can you find north-south direction at your place?
- In which direction (towards north or south) is the sun moving day by day when you read…
- What are the planets you have seen in the sky? When do you observe those planets?…
- What is the duration of a day and night today? Collect the information about the duration…
- What are the other districts on the same latitude as your district?…
- Collect information about cosmic dust (wastage) from news papers, internet and make a…
- Make a sundial. Explain how you made it.
- Draw the different phases of moon. Arrange them in a order from pournami to amavasya.…
- Draw the location of polestar showing the direction from Great Bear.…
- Draw the diagram of the solar system.
- How do you appreciate the construction of knowledge about the Universe by our ancestors?…
- We launched many artificial satellites around our earth for different purposes. What do…
- Among eight planets of our solar system, the earth is the only planet supporting life.…
- What is your local noon time?
- Where do you find moon at night. a) 2days before pournami b) 2days after Amavasya…
- Why doesn’t eclipse occur on every full moon day or on every new moon day?…
- Where do you find the pole star?
- What is the difference that you find between Polestar and other stars?…
- Why does polestar seem to be stationary?
- Name some constellations.
- How many planets are there in our solar system? What are they?
- Look at the table-2 and name the smallest and the biggest planets in our solar system.…
- Among all 8 planets, what is the special thing about earth?
- How do day and night occur?
- Do the stars appear moving? How can you say?
- Is it possible to see the polestar for the people who live in the southern hemisphere of…
- What is the use of artificial satellites in our daily life?
- Why is Venus the brightest planet?
- Are you curious about going to the moon? Why?
- While observing the shadow of a stick from morning to evening, some questions arose in…
- What are the questions that engage your mind when you look at the night sky?…
- Even though we do not have a clock, we can know the time by observing some shadows in day…
- How can you find north-south direction at your place?
- In which direction (towards north or south) is the sun moving day by day when you read…
- What are the planets you have seen in the sky? When do you observe those planets?…
- What is the duration of a day and night today? Collect the information about the duration…
- What are the other districts on the same latitude as your district?…
- Collect information about cosmic dust (wastage) from news papers, internet and make a…
- Make a sundial. Explain how you made it.
- Draw the different phases of moon. Arrange them in a order from pournami to amavasya.…
- Draw the location of polestar showing the direction from Great Bear.…
- Draw the diagram of the solar system.
- How do you appreciate the construction of knowledge about the Universe by our ancestors?…
- We launched many artificial satellites around our earth for different purposes. What do…
- Among eight planets of our solar system, the earth is the only planet supporting life.…
Improve Your Learning
Question 1.What is your local noon time?
Answer:Local noon time is a time when the sun is highest in the sky. You can observe it by observing a shadow of a pole when it will be just below it or it will be shortest in length. Local noon time of Hyderabad is 12:13 p.m. You find local noon time in your city.
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6VwOv5iRpqsrxd9GEafGBGcNMTez2BVzcn2TGcQuhmaeRIerLnTA71yyklLSGsr57y6UYYQkiOiUYmloUY2vqE8HGngaQGzUfUPg2P2XQgZrrEJzYaGzZsmDNnjrHYVkjgSz1ouFfXTde2YBdnyxEoOXEzwiYe/LBPGXMd/IAHWTeVX3gCMqYLkAfZEO4L9izAjhw7AvMYdol1zndkAn/nhu+5EniRLOFflqJwCqSntYGESnx1i0rPdCEqPjIKMRdbTERp8CchnPWZ2YvshPo/AoX/cdDnB21pZULIzT6xfEOx2zh142a5blpaqyd7BL6Sr9G2Sh9f6phJk/LLGXjDy4HJha0bnWsEhrgsz9cy3AIoOXHTD1YCny/kAR9loM/+P7Hm9Nhjjw3u3gf9+/v7N9x9b35jdQUPKhHQ3gyDPDDsmZ3mUyNojb6gdzECX4S9Z2bHMxSVnGfTT7uf0uxJ757Z3cE5V6dElLJlSuBpR6aOeQJPMozcOzui0jNOuVmIDAhO4AvSsuRfieW6vQXZhL+V8h6aXMgtTx0zGBqNK664Yu/evfnnju/F4EaYG1mf7QUDN4fq2gunmpPGkzI95Xbq1nHg7AvAd6VXXbRo0bZt2+DiU0455ZyzZ4ooXL0aiU/4xKlT3/bgg9QF7E33oN0XOMy4CzBc+g53KGZPYgJD7540ocsm2p7uiQS+gRp4bJdeeilKJlErSx/3vTK4b9/mfEd8xLZZHI/8ZwvhI7q0UrFKIfUflMSj19hyVYsN+BMa4GdGXV9mVmjf3XnnnZDskdSZw04YDcydXijFX+q7ceNGWPSPckMFJPkXHV56VvpX3wnL5PbqLBkY5Djbp51BKyx13tzzJk+eHG6zZs2/AIFnnnkGf7EhNggQHEc4HXnkkQAKEvBx3Lix+AjEsPBMjQVu9lbqCG6g9wUOeHsnRqAzQtgvTp/u2wd8YGNgsY1INRqltR3Fr2KQpPGBdrDR3YUImNWNVz8uh2KPEBbrlkZiWVp+Qx07duzXv37DvHmfoEM33ngz/v7VX30M9Z5ItO69997Ro9949tkfXnHtVVddswIz1S984QvW3Zh1U9/QtPbSv13cO+2UHTvEL43v3fs7yKG/1Ejfp4/4S9/yV3SQjusNWAE6iHtQdqTtuJEXxEZGySoJsVFJvDZXZ6Wkg9rqUyS9t956K4MQBoQR1lHSYefTdbQNBx1zzJ+iCviEE05AeUi2mmi6nQD51a9+ddNNN6HZjTfeePzxxwOQCRMmIE6OOOIIDPtbtmx55zvfSR9vueUWagNbGEYrlvQuYARti12AXNlch8Lsjzl1EWyBxTaD5eYMoSoDrzPJnLQwQR1gkom/5QS+gPBVV/3D7NmzkX0hbdu+/envfOeOv/jg+xFecBKi4Rv/fP1b3vKW534jHs7b+7Lot46tmMBT997zh31wPGKIOiT/1Y/QPndp4yujS5MQ/R91uaxZYOVCX/6ohFueyZ9++ul4okHYtWcP/lIoF6HgVZVollvhxmHk1E3dWRglBtMJiAGRDbvhC/0jCzSqgJ0+Jy9fdNFFiAo8/HPxxRfjI/3gPD4ictCl3/rWt+LvihUrgNWbjz7q6KOPxrd0omsjD/KKjB604WWjIm5NLmkFAsNY0hJaYrGtjIFHK5t6JbudhKEHFcUkGzxkDAPPFKiUjFEdw+/iiy+VPtjxvvedhkd2XnrppUcffRQ3dXx75plnXnvttXhOEx9dg5hGpWqSkR3gkU+tRNxnRvuOO5cYbPEG+ETeqJqQIi1M5mQLHM8++yyGL/Rw7ebSuPDCC/NBL2Yhw3C04XGnbp4bdPuAc0jC4xzf//6GgYHt4atghPjhD39IXkao4FE/ZFjYufvuu9/0pjdhqMCYj2Ec/fzcc8897bTT6CM1c0j2rQ4waOQOu6fEdyj2aakQPTCs0PKP6jo3y0RrJGFoV0owW0vqOoj9IANvYdxz9CTEK7bPfvazBx00HokWmmCqhsQe/fzff7Md7sETwl6v5+UWeRPMCMS6lL3+0bkIVRwpF5Zkiw46Sk7wuZCJdri8h7iZ7P6Fmx2GL72fY+wqWOPk80MkcFb0opPABo2fVyV1DjiH5AlHHV7az3HazJkzKdPB9u6Te6dMmYIdPMO/fNnSCxZ+Bh0ewzhy+IcffvhzFy/C8I6P6O0Y5JEzOq5aAF8mwuJIttDD7uDFlABuDgaeOPnMp8aSVjgwPCU0zrk6k7SUQhMPTDvYOHPgyhZ7h2bsens60RASI62QxuMefNRRh5188mno1WeccQbuxJMmTXryySdxq8Yj+PiIkRy5K4iok046CdI3b95sOYnZS9eteuhCVM/xSBMbLj7ix+3Vq7MFBfaCIFbAXHzrmzeOHnsoG4SujheQaFNZxiHGCz5X2j7dv6gOnf+KxV1Vu0DVvhDuUD5pQENMBmld3UPLUfEGJdi0E8gQnPD6kr2q0ooJPO6vmF9hyELHRtTSR1wfN2Csozz//PO0j7/4+Otf/xqjvaVdVrrDkrmqp3RHz8eKinHmHLvji0nCjesubLhK65ekYk888cTaNf891NWdCXy4pzh1MyKEbugsvDitiAWn9CzSM+CvTnf5mIom7gKMm96hGDdW1egy7m6VVc7Ed8+SGng9Q8jrIrgGPqJqndxgJy1R0iilz54H1GxG90ZPRgem0Yk+Ut8GCc/79NHVz7PhURiYEWO+BwOFCVTwI2sbyDdEooiPNNAtzOZj0U8XOpNkb7GQ9hCBurlkR8yiF04d48LcmcDzdIAs1TNSo2rdFyEKLioBykpfGa58R04HRJuKuIlzsmVkXRoZzdLiMGi+lZqH6kUvWtASbqoSTKuGovmOSvXtGiRXCY0xI6YpUqXuKY0ELRd4iHW5jGY8B0cbduQCmHiYDhu+wkIO0484gif4cEqP7EL8zB0J4YfvMiFKZn/jtbc3Rn4s49txLoRQrQuE0EKRfDAQYTFybda7II1mB5DGj1viXOfGzUha67qRgazbqsZre6VupAB003Gj2wHjBoXhKjaQ8i7GTXpRPasYg9upRdwYfKHbb37zm5//7KejXj+aQcH68LRp07QXTlHNRrxuhk+twGCfvnqG5dOCbgolB25cRhLGjcEnsThLB98TCNUOU9CSZIo30k0+x43BWQQtfesL2uWNV9/oDwyIakuHonjTcOMOhdVuEUui+/gfYjWSkzxV8BeEQ3PKObEZWa76yNOB7BlYTkTNVN+qgc/TOc5e+BFaTazhSz1Braobm8DmkHDWhK+l66bSM5duBWWyh145ndNx4wv5cNN1IxrF0FaqZM/VcdBk4MmigG4+k526GZjoEw2Vj2hPPZTi5oPaFluYbBK27dgMsfF8uxEq+VzMExg+3DhoDZN94OdzPUjkWaroMmU18Bi7zHxDHhHupzJsZh0prc2W3yl7UfMov5A8k6c2WTkxVeboqaMoyNEe7aTc29ZNdUtKy42Uu6JuebV/qW4ygS8kVB6TRbOs1JlKI9QMpaib6l1l4At/Z7xaLjZn4O01CAcDr7yplfqTT4VuXFHPJDAnoh7deL7GuhmrA2wyz54CuAkncry5cKNz1aIDsd/apKxQr03DjwwMpZuMEDUYZtMBCjO6rvKCJpbkhwLDYuBjglYXWwAf+T/Xs8hQCQcGI6ksJQ+SELGhMDaQwFNSpOdpEqA8gefshRNRyqzkmzdEIsFprSGExQakUdaUSSu8gqMJafx6EKmb+UKPViw1Xg9iwUVIK9zwLW63yG9VZiW/ohkKckLAZegWIS3PIQteQC3nTx/5Nz2BB0+JteKyN8biipSRatKUbpUsZSG0o83FlE855faAb+JG9zVdmh4hZdI4aMWOTzf7TS+RgUHzU8PSaGlsaR4YhqVyllroUPqMmM6nUHF2KJHAP/bLx/wlNAbFBzn60r9dBmC310+JJwxJ87A0hY7VjOcCKi/1LCLw6b5rRVqqywnAVUmaOZ0pmhDjBdlLyxN4AwT6aCaH2kO1PsybcFYMbgYOtrZ2BBrgGM5VH41JqBUhhUS9YvzYEMVY6otGVpiycQ5pnrLpBlKWbdekyXS7tQRe5XjaM3d6Rmq8hcbO04SWAT5fJh6c3+pPdKqE5/1WAl+UphL4LBElaTSzDZQ0OKlR01JNN8roRITptKqd3zJnjsZZZsUzFD2tZZbbsXJRFCsu6pEmIyBURCQbYJ0SRQozpp+Gv6gPV/HGWV8OPj/8G0jgOdHlqp4IS03cikLIQDXFMN63Q0szWYQ4veCtVyly5mbQ0syRFpgsn3LQ5m2yJDlfuWDdIISWMGxpnnlBDj4/G8tByzNiycAVxGbTHJ4R6yU0WQKPkwIPsaL4hGppuGYGR+iZO5pF4C/V/dJGNSFEnvNCC7/QoyhEiSXmUJbsihsS8/lZObE4CGn0sE02NRU7tm5UWo8trBsJIWm2bnZ9PpcTt6ybwg3mMG6kCeOWTZJz3SzwbdyUyUXwM5fo/xtzdTwRhG/7Nt2PKjHUHWUtY3TzgU/aEsIGbsaiA4Gv+xTn6qX1NG3mZy4s8G3cCj7VcTN8qgctiXXpplMhZrxpujmDVumG6zIaxAvYzw7IDpX7NKAb+ccZtIYQ6lBQkjuUONMzV8cigZgYjBGrBa8dLneOK+zQt2qFoyf7Fu+7pLkNjpwh2udC3i72xRFD2hlZISemIvStLkQW8NARmmuZYi3dhE1h3aQQIVbqn1tqGQg5eTP61qMbFo2UpWhWiltRSEFshIEKQA035RpNrPRC6WJb38Z7fvzA/166dOnEiROtn/SxfCquIj2Y4+YJDNEMq48Erws3FlLAjaRxvLGPgIlPCJts+7S5oM1iQEyMpU9V0Bo+1XRzBq3uU8bNFxgiqglbilvqPrbJEUErAOTAQEfIOxTm6lt/NeB/C02YgVdDfTYQKa4vu0XZhGGexhQTUQdhyCRwlgupMhWZezPR6kuxKK0NkZlUsyHv6E4hnB2p27NOZmZpTk6e+9nafDqgrVyYumkrF/rkIqAbT3zo4b+caOXxQehdysBPOlbcy/AmlokTe6iIWG42+FIsJ8kxuKnKGZduVXErGOjRjXEr1a00aDnz0olxIvb1UHEHBvUFDloNt0DQilP4wRB9+cPFwIcN9AaGUDfAwPtZbnH7wSOiUItYR6YfJSNqM8nM34orlvL5Tmlh7pfFUkGO1E2RmU5ps2QbH4epSWPatiANDXRLDWo0vDqA+8tdRd0saRXWGqS03AslDLxRQjN16jve/OZJD/6kb+qJU7+57tasqxMDr5Pb7NNoBt4JvrhAkTMPWUolNHTrcYUZS4tcHRDN/IFhS1NHyhj4SEvDXSDS0kLQVmbgMaq3zMD7mGeiBLEZrGAloh6n6+1ZmlNIFh0O9r7p9qSAuIVZDwUYurGZvms5FwV8Qmxb+IjzlAJKHWDgnYsIrbjShstpcsy6Rtt1C4RZmPYPaBt2XxvDjC5UjAd6iNXzwinxNpze7B072Vuo6Ih4qQ0dwfuGVhV38JHeRrRAvc9ItZRH1FYU65AGISQ2IM3WTcqvppvHQNLfLa3tuhFctqXN6cavgtr3i1/8Ytl/XUIvnKINb1Byvzip8Col9imrVF03EQNGhASkeQKDvRAKM003Z3Q5wrgdukWGGfeFsG5R0mxLbdx83TP0wimakYKZpDyK+ExsOqOIj/TgHnGY2AxalU50CmGxGPPpvVRMjNMpmVixnIhJy4L8VwTUdMujm5Am64oKr463dGOxYQNZN7GDsZ11k9pW1U1pHtaNAJEmO3VjA/P3eRFcOm6RD7HqA42xzz7VTaYAiAiMsE9ZWyofVHHFwrN4Uw9T0mubLPDNeIvWzQzaGJ8augWClgMDfBAvMVTVze4LdrwRINwrSzoUjequajlRps8EdZHMhNpEGIYYeGZNPUKYaBXUOnhUuTHJrxP7OE4XimHg0ZhpfyXE5m+zCYVuoHN1QNcNSjImrC3rRoRzeHXAgZtTN4NotcBn+lrhxmyttiAibf/tb39rPO4SVy1H5tlis9WBUgYeDcI+zU2QKzuF9R3JwJM7FLzMJLOBHtyM1QHdp6GgLYp1+7R0dcAWUlwdCKxchALDr5uxkqWewJHt1bUKHYoY+JgEnpPJbk7gW9GtaGBJAu9LuT0JVavSKk188gQeb0Q1Enjk8FoCb0wQKqW1rUwuYiZlTelmJsken4Znneb00xZi6+afw3oT+KZ0U+9Z5nionMD7auCJicVm7BDLjZuWwSRntK0iGwMstxQrBknJiLK0ApNskMC2NJsaxZFoBl7c+fT6fNtSmUaKEczgzCllKjLJZrV/U9KYpPU+O6CbrOlmMvBKN7sGHiU0Vg18VjgtmGTDp5qlJstNX+lrDUXdHBHik+YUIl1Z4MylbrqlSiUWSwqwX6zo5XgLceb8JAKvqrClHp+GFqGo7F+nyj0dihKpkiWtWXK4lkErbMfP6dJmdU/HslEvRvVfPPZzTwLPeZS+Q8kbV8JwWqsX2FAKpGfjdvkNpWc0C3DU1RSrWZzSfCk3J/BOsayb2qE6H3+5BWvutJSrWUgaJ72sm76jWxHSTU/gPTjk5TpU0ALWQE64ijOg0hIa1d7wQli3PBGVuhUM3JHP7KIiRIIvbvfaZIFMyFXyR4gRZoXZU1E3QoZ9FI43vVk+KQvMYS3w+Vp52FuWOgKDqnRcHreDVhxx4WbMItnSRs/QJPCBFMiXcldiuUsnFwFpZelZq6sDndQtxHKLXLaMgW8qSVY5ZBlu1Rj4VqQhiTVWfFqRFuDzS11pr1xourVlcmEm8B5LHUErGHj8jkXgNZJlJLDJcnvITAeT7CIMI1lu1YyoYEp7jNUBOsiLAvSt74hLiMlye0hgNwOPa3l08zLJVXRj4eHVAfE0y7HXX399luaJ//Gi6Hnz5uE9XPIg07y8qlKKG5sWHRjlPvUxybTAIZdmonAr083GTYWNB3wqo6jCcueo5us7hHP0qkrHOhQ92Vadgfey3B7CUE2TdFKXXtlD1HrGwGv5hgpQPe/i8uA867Pq8wWmWhkzSQkfsYv8cQqnqUxmhhl4vXRZZVYu3ZwG8rVsbZ26ReL22uFjDhqPd+k+/OD9/Mj6/PnzDz744Lzz58iUoaR0o0Q0W1UxckgdN17+CPtUrFxkiSjt5EwyeyHAwGvxpmawEctG3tWBIgi6bspqLWhdLLcjaNUhZsXpmQvXqkphScvjDkjzrotJ3XjiQwFZTOB/uXXbkDHw8flGNyTwTUwuylJH93SgtISmldWBfSDnUDkDKr5QJmMXlrRXtwM1gY9OuaOKXtotrbUEHr/Z5hzV8c5GUHytMfDi7hVmuaV80czmfi0+n6Up+rGom1r0dq4OIEH1SfPwq01L8+pWXGvISWCbl2ailSrPnV6QmXY5yy1u7ah7xxvyT5r27p4eQoyydJ22jZQGV5JuUqWwblF8Pq2q+BZ6tDUapzRe6OEd1k3YGGbgrXgzpQUM9ASt7tNq0qKXtMIdSgUtdSij2l8w8BjVXV3dzl70NJhT6BBbq3GeNq9IebWRZjil0ZsJwgyqmXLLVDBet0AiGmOp8+p6bqxPB2g/oFupNE7gWUhYWqOBX7DT+rnsQmYOqcFVrlsGr41bJd0URB4m2cDBxo2yWZ3uFkfaJE0VogSlGSrpuBm6lUij9L5dQatVkRUTeCy2dTqBrw8D315Lm5sOGM8OWGl7fiCegW8Xy+17rqHM0tB0oF26NTuNiizICTPwhemA79kB+6GS+BmxqoF3dnX9ORbax98MDvWj3+Q5flSDT8mOiGZcSGQIIWlyTq5mILTjF6Kk6ZqwkHbrxteqqpsyAQhouoWFBEzWhSjw5S/DN4ebU7d2+pQ8WNWnvsAgS2UshQPDEYG+wGAOKEJsflGOrmif5pFPfYGRKQZGAPzyvmDhFgSfFtviGHgj5VZ8aTb9c7LcOmHoJVq1kt1ytjYrU7HZWn06UKqbnhw6Vwf0lNsiMx1EK790hTOxvMi/KpOs8f+OTPs5x+pAGLfAykVVnxq4OZnkSqsqrTDwHF0ZA5Gv6ejgFwKDGPssaMvjrdnVAVO3CAbeCNp43VSslgQGvTE2JfC411ZiueMfsC2tu4h5ULSSbs0mou1l4NsrrS1JcuGRWH+SHFm13l4GvuO6qQQ+uga+QPEVOUwn/agIQ5RbgA51MqLZ6p/BwKsfoNHf9MK8NOqKXdJYvrg7FqvWvdLAJAekycGi6uqAl/uFpTGceZHl9kqT4DsZeMX98ntjNJa7basDvqUZ4sz9uglzbJ9GSOPoCrHcKF/H1f3SRIRwYJQy8GXSHGFG7/YvGqjcUcbnM2681uCo9uf6fE/QBrpnI1wD7+Wlmc330LYqe9ESV2FwkczMU8E2SeM8ja/lJKgLukElWgiwdItcHTAtJY/6LI0jWhUyxdTR5POLHHiI+9UMzCcXXGVkFAuVkcCGbu4Evigkks93rtHYvHTYUt1At0/LcHOGpXf9yG+pHRhO8O1Zp93MXGKgl6lW7FBtqoEvJQzby0sHHhRtb9HLkElrb8rtYOBRReN6dnXoGfhmLY1k4CvUmce/ISee5W6hBj6SgW9+chFg4Kuytc0ThtFEK1+iqm45j62tF4RXB9QlqupG7Smgo9naZhh4GVXRBDWq5e68805t2a1F3SwDC6sDxTWUyMBoG24d0C1fe4rGzWTgPYHRXgZeBZI7aImBd/7kA9OaVL4ii7ool1APCVg73MzdRrZXElg41YrRxpfgg9zeasYnxeiGNgHd2ChTN021WN30UzTcdAMNcJrXTUNJuaZ4RLvQuHHWj5MWAPH41KubtEcPBq9bXT410dCvzpKdHi8GhtunHdBNt86Jm6GJt5s4I6p9HapMN/y+emLghxMD70jgUQC/cePGbFQfEj5/v9TAtyGBj65aL3Dm++stNPGTiwADjyf4CmSmJP0ExXeq2HHw0rRc6eRXPWRmQFqIM6c3AehEa6luvhp4ycA7aVvFiDotDUgjvkQn9iN0E6eAeNc4cwFvs7oJCleXJkZC/IrLxEnH4SdctGElWxAJc+Ze3WxKmS1lctvHcrss1VdVmEm2eelIBl55gZ+SiNdNY7nDfH5BN0m8e3WDK8uCNlKaWtLioC1S8WUMPGrgAwm89Io3s3UlVGb2Ukxawt/amXyptKHXjdNah25a2hmPG2XaUZbqaW1x4mMIsaTt2rXLP1GyckhKBUOJqD19sLJTY1IWTmurXWsodSteKzzxcePm7ALFuZ4d+TwpaxE3TWH8uktbEvjm3vTSBMs9ZAx8W94Dv99LaESiiQReo+WGbwKveMo2VdRXqFpvbwLfifKeCgw8cY8ZvWnTqlFEq1NI6yx3a7opuzqpmwpBpmGLzw6Us7Wt6Sa7ujZX59UBKTaaxlfPQZhUuUc3fjiiicBgj3RENw38IdBNOddm4FsLWl4hcvTKVhh4zjVaJVqZtvVnLzZBXThincgqNa2bV4I/IzWUdFqTc9T214ElhmKKHtaNHu91rg7oCaHc1xJ4+TkMl3tO4dHNZ74bJXuZwNKndd10lZoODGfYV9VN+MiPW3t1Mx1hQp0YeBqA4snMIZuqlCWiUXXmwja8/r2cgY8sU2lDkhz4WajS+U4LZSpV68zbYGk0n9/einqHtMAPOal36BVvFLgJiRfryTGB3rDH7/fLX/THP29EO3r74SINdtAvTAsDeadZS9sozVSJfg2qsfyyL8x431/MmDFDOoBem5ltAZ86pHl8ajvajpDOSosH3xW9YVeydXnks5BOSmtnYCyg10iWldB4MzRXFUeISZa4mEkLS68uzZGIBqWpL508dvXJRVhaqW4FLteT1oYSUZelfra2LIGvJs0bEYEcMswkR0kM11YV71/lAgPlPeUnWy06IE1coywwvL3Jcy6lsCifxHvIFixgirtSWuvKrCJTIHci2t4HRZt9/8kBr5ti4MsT+NB0oBve9BLBS4fjrWBgRA38UDLwUbq1Mh1oLwMfYJKrE4YSZzmpY7EsxEkCB1hufNUVukW/TYUNDOMWyXKbc3UnA9/u1YFI3Zw+LRyUYRCmysW1eDVBr4FvenVAConSrQy3cNC2vqSl94UgbqiBxxtj25TAF3IaT5IclRnZ5zYhrfopoVzI1rsss3JY6rLLy8FGIVXWSF1x78svmS3Lp1EBll4KaxIue6ZQZoTBYFNaG756Nd1KFajYQJ+qqFWSSAkxkR8f2GbLdpXQNJfApxKaFt5C4+bMC1MVenaVGPjio6z67Iyz2ZaT5CiWuzoDP3STi+ipSns58wJuLRfkdICBL9KPuHO1xEu7WE1FjRb5VSexHyaBhW4RQvjmG15rKFjqEavfx726ZcOjj8bXud8KurFK41avXr1o0aK5c+eiAP7yyy+/9dZbZ81C4bRGwldg4P2WNsPAtyKtCm4VdIuIkPIwa2VpxubzyyyNCjPxS1URDHx8LkR9SW3xaYad28hAjLlu4YqlORLHd3G1yQDLLaYVc4KKxZhJAuJbaj0ZJOvKlSvXrl2Lfr5lyxbZz8PSbJa7FNhAg+JDAa1IEueyNL8Hm7uEwrZlsTycBNSo4MfmjPGelRJ4XwlNEzXwzb1vp9l3s0StDigGPlgDH5hGNatbWx5iZQMjE/gwZ151clFrBt5kuSkOMo60wHIXGdEoBr41MrOCbkzsF4nWqHJizWS1OuBna81abpeB5upAFSZZmZw5oaX/WTfbQC4ar6JbOQPfGsvdCm6d1Y1Rahm3VpeNCvHWIgMfSHiayIWaOCWQ4URLa3IWwJduYjoQnZjth2QvGrcSDvzFMiP9F6rmkbLrhL93W1HUrZo+0QCWTspirhvygqlJSuAP2AReG8bx7BreHIYD5557bm8vzyMcAz14eNzg8QXKpVat4pGHlpG7jIGPSrmbKyw5MEtoVB7XxHPcMTXwOgkcYJLp7tISy11k4GOktV23sIE66dItlqqXxi1ZsgT023PPPQcerr+///HHH+/r69u6devo0W+cN+8TTzzxxKOPPrpjx0uHH37onDlzTjjhhM2bN48dOxYs3Yc/fPbb3/5W3B2ywW+1eK6BwI/3aUxgJGn28yAx8UaDf0y8hRZ6esHAr79jfbCEJpRFFDltegBGbVXSGPMUW4hHWtt1K0+Z+hXo7bJUXbEMrnLFBIjo5/iLoqjHHnvsrLPOmjBhwrJlf4u7wH33/QQ9HF+ht+Pv73//ez2rPe2003B3KOS5rbqyOLtxSysz2ZF4y1NIWiRuoey966UJ5VvpUOYcs10PsQYe7Wwi3xgyac09KNod9flaek7PL6BUBn+nn3EqMnPs4Ht0/iOPPBL0O33EhhsBPeZA7WlnzZp/0YTZ1VDRRS9RKXdz0louLInSbT+V0BRmTxHTqMqrAyKBxxTP9cKpqDpzZmsl1xfDwIdKdlmILVY7ovPe+gtkvAy8S2wpeZ4vGRCoAYK6CSY52sColQuhH3X1Z555xu7qcLDe1fmJJr2ra0txGm/cBpa7NfBb96lzVUVn4POAlF6OD4xy3SIY+HIhnsh3ltabNfCFoK3IwJtppJ3A27x0PJmpJVSc0ut5Gh6hD2wB3cxkr8p0QF00kEfFM8muiUmkbmU0M8g2NDn66KNPOeWUXzz2K0rXFy5ciOKZm266BXN4FvD1r9+Ag4ODgzjCtfGU2Bc3TpJtn5Zpg+913FpN4KvjFjffyacDHG/mTqmlAd3kuQKHZiMkBrf4OSx+syu9RlLe5Su9XLGJR2KbqPYvm1xoOTfXt+s7IOcwzqPVnj17aIc2HEcKxi3xFRoEE/jotJaT5BCfXz2Bj1wdCKe1HUzg25tyl0prolKrLQw8MSXMr5YSrYpZ8fCKVaXxXa11Eljcg4NUZ1XdKlkavnqpbpVWB0p9VElaqW4Gbi1amqQ5ASxBtS0MPKcZMdQo2hRSDj23KSbwkdK8GZaWWXGSXErbetOhssmFM/stJGB6C5elpaljWJo4PXp1QHnBmVi6cHPoFjkvC7Dc8WltcQYRExileTfBpe7FYdzCKwX2HDa8OhB5rUjdsuXt3F6rQ7Gl1IYSn/3xFpom0tr28vllSXJUnfmC7BXLzUlrts68bbqV1sBXT+DbUgPf3pQ7Spo2uajMcrfwisshYeCx+BJk4HUSeAgIQ4MRVSRwdzDwHWRrI4jWIQA/56uzRYemTVb9pJsZ+P2kW9PLRnpf6AgDrye9XrrYld86M1IvT15MqPjcKAaer54JKSQtMmUKkJlmel9M/lphkkdtGxj4wfr1fZnEEiYZ73UdMeKkQmNdN3tyUU03O+XuHG6utNaMB/8UwJyqOHCbceb7Zrz/w94KE2um1tfXP+L14/HXPKWc5S6uRHgDOHLiU4yuSh3KMf20V0mseWLXJPBNPCjaRALf3BtymtDNTODHjXsdqtNzhj+Yci9bJmrdRCG6GsDLpgMRb6GpIK29nHmHE/jp06dMn/4uCWzU5AIv4QG2GzfOlKcgHg7MGnj1LromukB5CY2e5Ggr8nr+QPucXeRpRrC9XpQyJNK2bPnmMcdMgL/x9/bbv6y/JPAb31iGuEGRmfiHHcSQphI+ogHOwlTnuusuJkshgaThW0jGEZaPkhW0xxEqU0Uz+VRJVp7hg+uVQdwU0H7RovPoLBLLJ7JutEOXoG+3bL4PB3EEGmJTX0HgsgWiQKrRmDdv5s6dG+UC20bs4wia4VtyHBtIV9ddufP5p/AtjRTiK609mSzM33wfDMS3Ps2VnhI3vrpQUosBYEXIkxf4WmQgISnQPuNUqIQj2DnxRNHb1UFYpzU7e/Z/pBMZE7ruxo3CEbf/z5uV7844FcoDE0jb+KO78BX8K58F2qwOyva5F3xBW+pc54lVu4CvZ5nJfLHfZVOw0hKaQPZbTLk5SfbmJLK9nks787QSPr9IMHozc4dua9b8j4kTJ8CjjcYfVqz4pp4nT5zYM2NGz4z3niD+YWfGSfoywaZN/7Z48dUrvvLl2bNP/Zu/ufaRn3934Nl7P/KRz8+Y0Qtpg4P/fs45n4O0xYu/DMk4Mn/+OQMDwtL3vEfcC3DRKVO0tMo2sEApNwYHdyEWUeKyePHyXMlR21i3GdNPh4YTJ+7mbwcHX9x074/XrFn37W9f+Wd/9ifQFldf/c+3fOlLq5cvvxDS1q+/Z/HiL0olv4J93Kcuu+zT+HbNmg04CAOXL18NA9EfVq5c98hPf8Z15iv+6R/wLdpf95UrBgcHoBu1FwY2hKrYH9z1f7dv78eJOEKaL19+lQ5vLu2r1994412QNnvWhz796S8NDGznZsAKRrEX3va2Qxiyvr51eG0Wbky3337h+PHjBp79sQikES//9Kdbzz//JHROafv1kHbbbbehby9bNvOOO7+LXH1w8D5AAUC+/e3/9MgjW0kgplQf+dgnhO82fm7wxefP+cs548dvxc6atTdD7Jo1d924dh1OxLQLYqdOheeKnHl4cmGsDoRSbntWUgxafIqUZkRUHmvmtLpdJTSBJLmJfKMjNfCIFUQMBrTp0yfoSTKyu2XLJmBQFf/kjp5yAzp5RBgo9pfNxD/s7Nx5nRgibr9dDBc/ugvrF9iZPHkybp8bN04hWio7F7ulLPcqPYGnET4raxHnsm5yB5EqxjFKRDFYCR3EEQgRumEHI558mlVMB0g30mfRoiNJ7IknjsVoliv5yiDyWyknBx/dEkeQGpx99nRZJy+kSRAmyOtSVrxR1xbYSrGOJJkGbeiGMVOU8WhTFQjXDfzGNyZmti9AS8pNcC46toR9n57AZyAveHLb/7nuuuvOPns8aQUvZLAIuOT+TFJ15875EELW4avrrpuDcR4XEleZ/i4oM2/eFDz2l4eB2Ovkj0xFMvBqZtdEh1IlNK4n21RB32ZR2Sf2EUz42SbsbM6IDeRUuG3g4Ue5g6oM8fAjjuAjDtIO3ahWZeWBvCOFsFjRjOTrQkjsx2VxjhQi3rMrxVbWDUI+jhv53//9Q+PH/zlu842GGG+lNGHgwACe+JzQt+k+8W/j5L57f5DrJl/uO/jSU5luKC98u/iH7dWPSt1EfGC78spzETpnnnlm36a+975368DABlUcOnJHAbdXry7ixgYuaLx2uLjWoEjgGzhLXILKKgVu0Ip0E0r27YPOEmeJ2x//VKqAgQtCSLePN/aNffVVDMLiLrBnz9OZtMaYMZ/OfPpmjI25kmjxxwukHPQQBf45Mz+DLH3xXy969tnd8+d/cs0awg0gzBMn/vF3Yh9/SVvl0wlCLOum+3TfWHlFmDx55MhHSTcy8IEH7tUNfOSR93CETJ6885H+B5FWjD9sFLKqxYseEl/t+xMYqMCRcPX19U467h0DAw9NfQdZATREtiWVRLzRqD4rU/U6iRuZs3X27Cueeuq5r351KTL/c2afu3Hjt+688/mZM3Hj06O3NGi5L2hBy32hQtDafaH1DqX85nuINUsAChkC+Ya2IuvYDMtdxoiaDLxszyyoOR0I6YZUs6enBy9OHRh4pqD/qG3z58/q61vYt2ml/Hd/X9/qjLGn+1FjzZr16+/4zvzPfFIEy9kfmzv/s9hZ/Pn/gsbLl6/ASD5j+mlI47F/3pzZkIZvBwd3k55ILEVKzHAZKJlzEJlj3/GdFStuEq981Bh4aEW69d3zHWg7f35Poc5cBXdm2aht539iLlLcFStWQBr0nzfvPZCGFB3J8Pq7bljxT5fjW6GquoTMpV/36+x8ieSobSu+ev2MGf956rvevXTpUmmUSOAxxt713R/23X/L8r+7rHgWxQNmFrudNfDnfORj8AKuvvhzSyZNmo2n6NkRq1YtyA3ctHLFihmsCRL4d02b3hj5/OLFJwHqHTshXyTwxQjcLtn1xowZ4weeeorOxU/UQdXFn7sYN/LFi/+ODs6fP1H4btFFELv8776EwRzNIBYZEFA65yPTzjn7w5jjoGp4zkc/pC6hs+7hWSd52TmHbSpo3X0td1L4OYX2J/CUTgRS7iZKdtsvjTI3uBbZLCJAsjtWVubK03AWeh1OxFkykxe6IW8/5pgj8BWyyi1b/hJpLV72gJQYRyTjJfJbbJRMIqsMJvCqoh4JPAIOCTCJffLJ/6An8C5tQwk8Umh6NQ2kYU6xc+dUSBCvoJkn1NaVxEdhlyuBR6bNL5mVQuajGfJbrCzgLJoXxCfwUAlCcAq04ulAjBfA0qkcXpCgS50J/JNPnkdkG2Yo6LrSU71wCvY1VQUDLynVgwXImTQ4FJN8HIEQKClmYfOOKAE/MuVuhjPvVA285yHWzND0v+oJCYiEwIGMgIOBF9VzaUsIJASGFwKjx4hFjRG4W+E/ej8ZdvDuMeOdRMPL6mrW7N27FyeMHj262mmpdUKgaxA46KCD8HJBvE1QdXUQNti6Rr2kSEIgIdBOBEBLq67eTqlJVkIgIdB9CDT9o8vdZ0rSKCGQEPAjkLp6io6EQC0Q+P9HGCBsGTR+0AAAAABJRU5ErkJggg==)
Question 2.Where do you find moon at night.
a) 2days before pournami
b) 2days after Amavasya
Answer:
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)
(a): As you can see in the fig-2 as point A, You can locate it in North-West direction.
(b): As you can see in the fig-2 as point B, You can locate it in North-East direction.
Question 3.Why doesn’t eclipse occur on every full moon day or on every new moon day?
Answer:A lunar eclipse occurs when Moon enters the Earth's shadow. It occurs on a full moon. A solar eclipse occurs when the Moon comes in between the Sun and the Earth. It occurs on the new moon. They do not happen every on every full moon day or on every new moon day because the earth's orbit around the sun is not in the same plane as the Moon's orbit around the Earth.
Moon’s orbit is 5ο tilted than earth’s orbit around the sun. That’s why they don’t come in each other’s orbit very often.
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)
Question 4.Where do you find the pole star?
Answer:You can find the pole star in the northern sky. When you will look in the sky in the north direction, you will see the pole star. It is one of the brightest stars in the sky, so it is easy to locate it. For exact location, locate the great Bear, look at the two stars that form the outer side of its rectangular head. Extend an imaginary line from these two stars (as shown in figure 4). The pole star will be located on that extended line with a distance of about 5 times the distance between these two stars. You can see it in North Direction.
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)
Question 5.What is the difference that you find between Polestar and other stars?
Answer:![](data:image/png;base64,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)
Question 6.Why does polestar seem to be stationary?
Answer:When we see a fan rotating around its axis, by standing just below it, we can observe that center point of a fan, about which it is rotating, is not changing its position.
![](data:image/jpeg;base64,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Similarly, the pole star is situated in the direction of the earth’s axis and that is why it does not appear to move even though all stars appear that they are moving because of the rotation of the earth.
![](data:image/jpeg;base64,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Question 7.Name some constellations.
Answer:Name of some constellations are as follows:
(i) The Great Bear (saptrishi)
(ii) Orion
(iii) Leo ( Simha Rashi )
(iv) Cassiopeia (Sharmistha)
Question 8.How many planets are there in our solar system? What are they?
Answer:There are eight planets in our solar system. They are
Mercury, Venus, Earth, Mars, Jupiter, Saturn, Uranus and Neptune.
Question 9.Look at the table-2 and name the smallest and the biggest planets in our solar system.
![](data:image/jpeg;base64,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)
Answer:By looking up the Table-2, we can conclude that Mercury is the smallest and Jupiter is the largest planet in our solar system.
Question 10.Among all 8 planets, what is the special thing about earth?
Answer:There are following special things about earth:
(i) The most special thing about earth is it is the only planet in our solar system where life exists.
(ii) Some special environmental conditions are responsible for the existence and continuation of life on the earth.
(iii) It is just the right distance from the sun so that it has the right temperature range, the presence of water and suitable atmosphere and a blanket of ozone.
Question 11.How do day and night occur?
Answer:Occurrence of the day: When we see the sun shining in the sky, we call it day. It happens due to rotation of the earth. Earth revolves around the sun and also rotates at its own axis. During rotation of the earth, it’s half of the part become exposed to sunlight. In this part, day occurs. We can see the sun shining in the sky in that part.
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The occurrenceof the night: When we don’t see the sun shining in the sky and sky becomes dark, we call it night. It also happens due to rotation of the earth. During rotation of the earth, in it’s another half, sunlight doesn’t reach due to the spherical shape of the earth. In this part, Night occurs.
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Question 12.Do the stars appear moving? How can you say?
Answer:Yes the stars appear moving. We can say this due to following reasons:
(i) Stars don’t move from their position in space. They remain fixed at their position.
(ii) They appear moving when we see them from earth.
(iii) We know that the earth rotates about its axis and revolves around the sun. Therefore, the earth is changing its position constantly.
(iv) As we are living on earth, so it seems stationary to us while the stars appear moving. For example- When we are sitting in a train, trees outside the train appear moving.
(v) Due to rotation of earth from east to west. Sun is also a star and we daily see that it rises in the east and sets in the west. It happens due to rotation of the earth about its axis.
Question 13.Is it possible to see the polestar for the people who live in the southern hemisphere of
the earth? Why?
Answer:No. People who live in southern hemisphere of the earth will not be able to see polestar because polestar is situated directly over the north pole of the earth and stays there all the time. Unlike other stars, it doesn’t move. Therefore people living in southern hemisphere can’t see polestar.
Question 14.What is the use of artificial satellites in our daily life?
Answer:Artificial satellites are very useful in our daily life. We can’t imagine our today’s life without them. All the internet facilities, messaging facilities are provided with the help of these satellites. They are used for forecasting weather, transmitting television and radio signals. They are also used for telecommunication, remote sensing (collecting information from a distance) in aviation and military use.
Question 15.Why is Venus the brightest planet?
Answer:Venus is the brightest planet because it has a covering of thick clouds over it. Its thick clouds reflect most of the sunlight that reaches it (about 70%) back into space, and because it is the closest planet to Earth. Therefore, it appears brightest.
Question 16.Are you curious about going to the moon? Why?
Answer:Yes, I am curious about going to the moon because, since childhood, we heard a lot of myths about the moon. I want to go there and find out the reality about it. I want to visit its atmosphere and look earth from there. I have heard that people can jump long distances over there in one step due to low gravity. I want to experience these things.
Note: You are requested to write your own reason.
Question 17.While observing the shadow of a stick from morning to evening, some questions arose in Ramya’s mind. What may be those questions?
Answer:While observing the shadow of a stick from morning to evening, some questions that may arise to Ramya’s mind are:
(i) Why does shadow change its length?
(ii) Why does shadow stick first decreases till noon then again start increasing after noon?
(iii) How does Sun change its position?
Note: You are requested to write your own thoughts.
Question 18.What are the questions that engage your mind when you look at the night sky?
Answer:The questions that engage my mind when I look at night sky are:
(i) Is there exists any life on other stars?
(ii) How long will it take to reach those stars?
(iii) Why do these stars twinkle at night?
(iv) Why do these stars don’t appear in the day light?
(v) How these stars and moon were formed?
Note: You are requested to write your own questions that engage your mind.
Question 19.Even though we do not have a clock, we can know the time by observing some shadows in day time. Think and discuss with your friends how we can know the time at night.
Answer:We can know the time at night by observing the positions of The Great Bear constellation and the pole star. We can think pole star as the center of the clock and The Great Bear constellation as the hand of the clock. Every hour constellation moves by 15ο per hour. In this way, we can know the time at night.
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)
Question 20.How can you find north-south direction at your place?
Answer:We can know the north and south direction by observing the direction in which the sun rises. When we move our face in that direction then our direction in the left-hand side will be north and direction on the right hand side will be south.
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)
We can also know the north and south direction by observing the direction in which the sun sets. When we move our face in that direction then our direction in the left-hand side will be south and direction on the right-hand side will be north.
Question 21.In which direction (towards north or south) is the sun moving day by day when you read this lesson?
Answer:When I read this lesson, it is the month of December. So these days sun is moving towards the south. Actually, Sun moves towards south day by day from July to December and moves towards north day by day from January to June.
Question 22.What are the planets you have seen in the sky? When do you observe those planets?
Answer:I have seen Venus, Jupiter, and Saturn in the sky. I have observed Venus in the morning sky and in the evening sky also.
I have observed Jupiter and Saturn during dawn sky just before the sun rises.
Note: You are requested to write your own observation.
Question 23.What is the duration of a day and night today? Collect the information about the duration of day night for the past 7 days from the newspapers, analyze it and say whether summer or winter is going to come.
Answer:This is the month of December. Duration of the day is 11 hours 15 minutes and night length is 12 hours 45 minutes.
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)
Fig- Day length of Andhra Pradesh during December 2017.
You can calculate night length by subtracting day length from 24.
Question 24.What are the other districts on the same latitude as your district?
Answer:I reside in Anantapur. Districts which are on the same latitude is Nellore.
You can find yours by seeing the map.
![](data:image/jpeg;base64,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)
Question 25.Collect information about cosmic dust (wastage) from news papers, internet and make a poster on your school panel board about the consequences of cosmic dust.
Answer:Cosmic dust is dust which exists in outer space as well as all over our planet Earth. It has great consequences like:
(i) It can affect the growth of the crops.
(ii) It has radioactive properties which can harm our skins.
(iii) It can go into our body by inhalation and cause breathing problems.
You can design your own posters.
![](data:image/png;base64,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)
Question 26.Make a sundial. Explain how you made it.
Answer:Steps for making Sundial are
(i) Collect tools like a stick (2 feet long), pebbles and a wrist watch.
(ii) Find a suitable and sunny area to plant the stick and plat it there. If you are living in northern hemisphere then slightly slant the stick towards the north. If you are in southern hemisphere then slant the stick towards the south.
(iii) If you want to complete the sundial in a single day, begin in the morning after the sun has fully risen. Survey the stick at 7:00 a.m. As the sun shines down on it, the stick will cast a shadow. Use one of your pebbles to mark the place where the shadow falls on the ground.
(iv) Return at 8:00 a.m. and use another pebble to mark where the stick’s shadow falls on the ground. Do the same thing at 9:00 a.m., 10:00 a.m. and so on.
(v) Get back every hour and mark it with a pebble on the ground. Do this until there is no more sunlight left in the day. Your sundial will be complete at day’s end. As long as the sun is shining, you can use this simple device to tell what time of the day it is.
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9jSeZ7VHRU2ESeZ7Um/2qJ5FiQu7BVHeqcpmus5ka3g9APnb6+la06Mqj90Zda5iU4LqD/vUfaIycB0JP8AtCs19NtwuFaViRyWlaqtzZ/ZIBcJcM6lwpjfn8jXS8HJK9w0Zvb/AGo3+1VLF2e2Bc5wSAfarNcb0ELuo3GkopALupN1FJQAu6l3U2igB26jdTaWgC9RRRWQwooooASiik3KO4oAWimmRfrSGX0FMCQUtQ+Y30pu4nuaYFjIHU0xmB6GoutAOKLAOo7UZzRTGJRS0lAhaSiigAooopAFJS0UwGmVrdkuI/vwOJV98HJH4jI/Guv1CKK905wDujlTg+qkf4GuRrpPD03n6KIGOWtmMJz6Dlf/AB0j8q1jsdmFlq4nK2rM1ugf76ZR/qpwf5VLRcJ5Gq3cPRWIlX8eD+o/WioktTlqR5ZtCVVvbsQLsTmQ/p70+7ult045kP3R/Ws62t3u5izk7Qcs3rTiurJSHWdp9ofzJBlAec/xGtXaPpQqqihVAAHQClobuJu4m33pNh9adRSEM2tSYPpUlFAGfczbLsBlJCR5HsTnn8h+tNaSRFV3X5SOG7Grc9nDcNufeGxjKORkVXW1vbXcLW4WSNuscw6/0P5V6WHxFOMVF6DepD9qQMVZhyf4e1V7l/tYjtIxmR5Q546KOpP6VPLY3FwwItIbZv4ikuVb8MVas7FbUMzN5kr/AHmxgY9APStK2JgotRd2C01JI0EcaovRRinU/aKTaK8oQyinbRRtoAbRS4oxQMSilxRigBKXNFFIC4ZF+tJ5ntTKKiwxS5+lJub1pKKACiiigAooooAKKKPpwaAK25bqRlkP7gEqFBxvI6k+386qXVhdKcRXc8ifw/vSCP1qG1lkUpCqs0qDaYx1BFT3N3OAjkMiuMgkcfnXsQpxUUkjsjFJEGdStBuE0jqOSspDA/j2/GtOxvBe24lUYPQisoyy3iNDGHlOeCnIH1PQVqafZiytFi3bnJLOR0JPPHtXLiYwW25lVUehZzRmiiuIwDNFFFABRRRQAc0UlFABmtLw9ceTqkkB+7dRcf76c/8AoJP5Vm0nnNayR3SjLW7iTA7gdR+WRVRepdKXLNMta9F5N9BcAcFjGx9m6fqBVC4uFt4i7cnsPWuj1m3W906YRsCWGYz79VP54riFaXU5w+NoIzj+4Ku19ToxUPeUgRJr2cnOSfvN2FasUSwRCNOg7+tLFEkMYRBgD9adUt3ONsWkpaSkIWiiigAoopKAAnHvTd/tQxyabTGLvHvR5g9aaaaaAJN49aN/uKipDQFibOfSioKKdgsTZozUGT6mjc3qaLATZpM1Fvb1o3mgCTNG41H5h9KPMHpSsMvUVFRUWGSUVHRmiwiSio6KLASUVHk0oJosA+im5ozRYBslvDMwaSJHYdGI5H401bK1X7tvH+K5/nUuaKq7Stcd2OHAwOAOgFFNzRk1Ih1FIDS0DCiikoAWiikoEFFFFABR9eRSUUxEq6m8Ompa+RNJNENiED5WA+6c544x1qpa2y2sCxg7m6u3qe9TUVTlc1qVZTST6BSUUZqTEKWm59qTcaYD6TNMJNFAxxak60maTNACkU1yEUsxwByTS5NVbqRjcwxkZTBfH94jGB+Gc1pShzzURitPM+fJtmbHeRtoP8zVaS41KIndaQt7JISf5VcQl2G8bQo6A0jy7nb1Ve4r1FhaSQrmcNZ2uEmgMTHoG4z9D0q7DdRT/dOG/unrWffmF1Kvhs9Qe1VbMSTQQ4yXYcevtXLXoRhqi7Jo36SlCsAM8nHJpK4yQpKXNJQAUlLSUAFJS0lMC7tb0NG1vQ1Z8tvSjyn9vzrG4yttPoaMH0NWfJb1FL5J9RRcNSrg+howfQ1a8n/a/Sjyf9qi4WZVwfSjB9DVsRD1NHlD3p3CxUwfelANW/LX3o8tfSlcLFWkq3sX0pdq+lFwsU6KubV9BRgegouFioKcBVrA9KMUXCxXCk9qXb7VPRSHYr0VYxSbQewp3FYrkUlWPLX+7R5a/wB2gLFairHlJ/do8pP7tFxWK1FWfJT0P50nkJ6H86dwsV6SrPkL70n2dfU0XQrMr0lWPs6/3jR9nH94/lTugsyvRU/2b/a/Sk+zH+8PypXCzIKQirH2Zv7wpPsz+oouOxBgUyWBJlCtng5BBwQfUVY+zye350nkSf3f1pqTTugMye0u9wKMsq+x2t/gf0phD8/6FclkjOC2Dvbt0OAO9a3lSf3DSeW/90/lXXHGVErPULHOpo13c5NwRCh6pnLMPfHStW3tEthwMtjGcfyq4Vb0P5U0is6lWVR6juyOkqWjArIRDgUmypto9KTaKAIShpNp9Km2D1o2e9O4EFJVjZ7ik8v6UXA1qSqH2yX1H5UfbJfX9Ky5WWX6Ko/a5PX9KPtknqPyo5WBeoxVH7ZJ7flS/bH9vyo5WBdoqmLvPX+dOFwh7mjlYFqkOKgEqH+IU7cD3FFgJciqEt7K65twEQkhZWGd2O4Hp9affyNFYysv3iu1fqeP61n+aqKiZO1VwB6V3YShGd5SJk7DTqeo20hMnl3EfYbNv6jp+VXLbWobgAsjRgnGTzg+hqtuB54HvWTZsfNuFPQMD+mP6VticPBR5khxdzsNwNGar2m4WkQbrtqavLsMdmk3e1JRQAu72pd1NooAduo3U2igB26jdTaKAF3UbqSiiwC7val3U2iiwDt1GabRRYB2aM02loAXNGaSigB1FNoJx14+tADqKQUUALRSUUAGAeoH5UmxP7o/KnUUAM8uP+4v5Uvlx/3F/KnUUAN8tP7i/lRsT+6Pyp1FArCbV/uj8qMD0H5UtFIDH3UbqZRWox+6jdTKKAHb6TeabRQA7eaPMNMopgSCU04TEVBRmgA1CV3tDjJ2MrkDnIB5qq0ytArebHgHHBq1mmmOM5zGhz1yorpo4j2StYTVylPculuXjYYHBbOMVY0a0XyzcXGQJG3BfUds/wA/xp/2e3znyIv++BUu6nWxHtI8qVhrQ1RPGf4sU8Oh6MKyNxpwkYd64+URrZHrRWYs7DvUyXTClYC7RUSXKN14NS9akAopaKAEopaKAEopaKAEopaKAEopaSgApaKKACiiigDLSSGeeVpwGcOy4YZ2gEjH6Ur6RaO2+MPESedkjc/hTdSg+zXH2tfuSnEgHZux/Hp+VSWU32iWOEEruPJ9K9ek4ygrHVGzRnXKXemP+9dnizw69R+XWrVvqM0ZUs/mRn1549jVuWRJkk3Hcvv6ViWY3RlE5AkKr9M8D9axr04pXRM4panVA5AI6GikUbVVfQYpa845wpaSloAKKKKQwooooAKKKKAMXFFX7fTp72XyrWF5ZMZ2oOcVYPhjWe2m3H/fNbqLeyHZsx6K1T4Z1v8A6Bdx/wB8j/GkPhrXP+gVc/8AfI/xp8kuwWZlUlav/CNa5/0Crn/vkf40n/CM65/0Crn/AL5H+NHJLsFmZdJWr/wjOuf9Aq5/75H+NJ/wjOuf9Am5/wC+R/jRyS7BZ9jLpK1f+EZ13/oE3P8A3yP8aT/hGdd/6BNz/wB8j/Gjkl2DlZl0Vqf8Izrv/QJuf++R/jR/wjOu/wDQJuf++R/jRyS7BZmXmitP/hGNd/6BNz/3yP8AGornQ9WsoGuLrT54Ylxl3XgUckuwWZRpaYzhBk59gBkn6VTfU8H5LWZh2JAGf1pxpylshGhSg1mDVSD+8hKD1bI/XpV6CdJ13J+IPalKEo7oLFhWqxDMynGeKqipFqGI0Ulz1qSqiHgVYibPFZsB9FOopANpaWkyPWgAoxRuX1pN6+tMBcUYpvmD3o8z2oAdS0zzPak3n2oAkoqLc3rRuPrRYBbiBLm3eGQHY4wcdR7ise0hl06/V7uZIYojuMh+7IB2HufStbJo6gg8g9RW9KrKn6Fxm4nL3lzNPJ5EJaRpTmJEOcg1taTpf2GJDOytKMkgHIBPU1cWOOPOyNEz12qBmnVVWu6istEOU+Yl3L60m8etR0VzWMyTeKN4qOiiwD94o8welMoosA/zPajf7UyiiwD9/tRvPoKbRRYDZ8D/APIwH/rg38xXodeeeB/+RgP/AFwb+Yr0SvUw38M6aXwiYoxWF4k8aaD4URTq16I5HGUhQF5GHrtHb3PFc9afGnwddXCwtPdWwY48yaDCj6kE4rpNDvqKZBPFcwJPBIksUihkdGyGB6EGpKAEorkNV+KfhTRdTuNNvruZLm3fZIot2YA/UCqsfxk8EySKn9ozJuONzWzgD68UAdzRUFjf2mpWcd5Y3EdxbyjKSRtlWrl7f4p+E7nV00pL2UXTzeQA8DBd+cYzjHWgDr6KWsPxL4w0bwlFBJrFw0QuGKxhIy5OOvA+ooA265/xz/yKl19U/wDQhVrw54m0zxVYPfaTK8sCSGMs8ZQ7gAeh+oqv42Xd4WugPVP/AEIVFT4GTLZnkauFvMseRH8uT6nn+QqQR2xfKwAn3pLizaUKV+V0OVPb6H2qKKVRI4cFHHDK3OP/AK3vSwtSLhy9Uccu5c2xPGQUTB7YFY8qNpd0jJ/qpCRjsOf8/jWmsm5R0x1IqHUvJazkifhnA8vnp710VIKcbMUXZk8biRA6nINTJmqekqzWayN0f5h+VXwK8NqzsW9x4ZqkSRgeKiFPUVIibzpPX9KTzXPeq81zDb4818E9FAJJ/AVEup2bnCzfMOqlSCPwIp8rtew7Mu72o3n0FRRyxyjMbhvoafUiHbz6Uu/2plLQA7f7UjzLGhdyFUdSaSkhRZ7xt+CsKghc/wARzz+AH61pSp+0mojSuRTXVyigw2E0mem4hf061UfWpYXK3Fm0JB53Hj866FkRXG4np35qC7gW5tWMiqQMqCRyBjPX0r0HhKdi7IzoNUilYI6mNj0Ocirm4VzEA6xr/C5Vfz4rpO1edUjyuxMlYfuFG4UyjK5xkZ+tZkj8j1pc0yigB9FMooAfRTKXJ9aAHUU3JoyaAHUUm6jdQA6ik3CjI9aANrwP/wAjAf8Arg38xXeX95Hp+n3F7McR28TSv9FGT/KuD8D/APIwH/rg38xXR+PsnwFrm3OfsUnT6V6eG/hnTS+E8c8EaVH8Q/GWpa94klzZW376ZXfahJPyIT2UAH8q9C1bQ/h34q059J0+40aG82EWz2roro3bp1Georyj4deFbzxpezaU19LbaVDtnugh+83RQB0z15PTmu28b/B3S9N8PT6poElxHcWUfmPHI+8SKOpBxkEDn0rpNDvPAPhe+8I6B/Zd7qQvgJC8e1CoiB6qM8kZyfxrp688+Dnii88Q+GprbUJGmuNOkWMSscl0IyuT3IwR+Veh0AeAmztr/wDaDltby3juIJLxw8cqhlb90TyDXqOufDjwrqWk3FuukWlpIY2Mc8EYjaNscHI/ka8h1qfV7b423s2hQJcait03kRuMhj5fPcds966bUrn4x63ZPp0mlx2kdwNkjw7EO09RuLHA+lAEXwF1G5GoarpDS77ZYxMq5yFYNtJH1BH5CvNNRtrk6nql/BkLa3h3ODypZ22n8xXv3w08A/8ACF6dNJdSJLqN3jzmT7sajooPfrya878C6IviK48caSwG6dD5Z9HEjFT+YFAHsPhHXF8R+FrDVVYF5oh5oHaQcMPzBrxP4valN4g8b3FlbfPDpFuVbngEfM5/UD8K1vhF4uXQtJ17TdQbYLGNryNGPOV4dfz2/rWP4b02a88C+MfFV3lpbiMwox7kurufz20Ad78Cf+RKuf8Ar+f/ANBWuv8AGP8AyLVz9U/9CFch8Cf+RJuf+v5//QVrr/GP/ItXP1T/ANCFZ1PgZMtmea1Wu7JbkBlISVRhXx29D7VZoryoycXdHIZSQlJRHNIsI9ZGwPz6Go5rKO+nRbdmeMcSTngY/wBn3rZ7Y7UV2PGScbW1ElZ3I1iCKFUAKBgAdhTglOpa4hiBaafMd/JgAMmMsT0Qep/oO9PqpayybrqTcI4UlbzJG/IAepwK3oU1OWppTjzPUml0+AMy+ZIGP3mbBLGqd1pCvCPLLF15XnBH0qX7b5jEqcA9NxqaC4WUnLZ/GvSstjpMSGV0cjcVljPJHGfet62m8+BZO56/WsnVREuoq0WASdrY75Gf5ir+mAi1JPQscV51eCiznmrMuUUUVzGQVBBIUN03IPnHn/gK4/TFT1VuIpFdpY0MgcDeoOCCOMj19x7V04acYT1KRZ+2EgYOW9+1Vbu/ZLGVJDheWH9f0qEtLj5YJiT2EZH8+KVbGa4nV7jakKj/AFWdxf8A3uwHsK9CdaEVe5Rn6fay+WLhhtLEuoPvVxrmeBGckkDtWmY0LbioJqOeASxlVAB+leTKfM7shu5mw6+rKQ8ZDDpjvVX7e0kmdp5NXf7H+YlVQVYg01I8F23EdgMCneK2AZb3Mq4BBK+9X0beucYpBDGvRBT+lZt3EFFFFIApaKKACiiigAooooAKKKKANzwP/wAjAf8Arg38xXe3trFfWU9nON0U8bRuPUEYP864PwQhXxASf+eDfzFeh16eG/hnTS+E+fvD2pXfwg8a3ljrFtLJYXI2GRB99QfkkXsepyPc10fjn4v6RfeHrjS/D5muLm9j8ppWjKLGrdevJOOK9T1HStP1e3+z6jZQXcX9yZAwH0z0qhp/g7w3pVwLmx0SygmHSRYhkfQnpXSaHMfB3wreeHPDU1xqEbQ3OoSCTym4KIBhcjseSfxFeg0UUAeD2v8Ayca3/X4//oo17xVEaJpK6h/aC6bai83bvtAhXzM4xndjPSr1ABXjnwZ/5HLxR/vf+1Gr2OqdnpGm6dNJNZWFtbSS/wCseKIKX5zyR1oA+efizocmg+Obl7cMkGpr56beMlj86/8AfQzj3Felapof/CO/Am505lAlSzDzf77MGb9Tj8K7y90nTdReJ76wt7poTmNpog5T6Z6dBU9za295bvbXUMc8Mgw8cihlYe4NAHnPwI/5Eq5/6/n/APQVrr/GP/ItXP1T/wBCFadjp1jpkJhsLOG1jLbikMYQE+uBWZ4x/wCRaufqn/oQrOp8DJlszzaiiivJOUKKKKACiiigAqlNFcrIoRRLbCbzTGCA2TjPXr+dXaKuFSUHdDUnF6GHPthZ1GV7jzFKnH41SF+wYAOCD2Xk11XbHb0oHHTj6V0/W32NPa+Rz+nadcXU/nXG9IVJI3AguT7H8ea30VUUKowBwBTqSuapUc3dmcpOTuLRSUtZkhRRRQAUUUUALRSUtABRRRQAUUZozQAtFJmloAKKKKACiiigAooooAKKKKAOg8HSJHrhaRlRfJbljjuK7v7Zbf8APxF/32K8n60YHoK6KVd042saxnyqx6x9stv+fiL/AL7FH2u2/wCfiL/vsV5QqK3UU/y0H8IrT64+xXtfI9U+2W3/AD8Rf99ij7Xbf8/EX/fYryzav90flRgegpfXH2D2vkep/a7b/n4i/wC+xR9rtv8An4i/77FeWYHoKMD0FH1x9he18j1P7Xbf8/EX/fYo+123/PxF/wB9ivLMD0FGB6Cj64+we18j1P7Xbf8APxF/32KPtdt/z8Rf99ivLMD0FGB6Cj64+we18j1P7Xbf8/EX/fYrF8W3MEnhy4VJo2bK8K4J+8K4bA9BVV1CuQB0pPFOSasDqXVrDaKKK5jEKKKWgYlFLRQIKKKKACiiigAooopAFFFFAC0UUUAFFFFABS0lKKACg0UUANoq0sa+QD3PWoSgpjI6WnbRSEYpCEooooAWjNFJQA7PtRkehpKKAFyPQ/nRkehop+wUxn//2Q==)
Question 27.Draw the different phases of moon. Arrange them in a order from pournami to amavasya.
Answer:![](data:image/png;base64,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)
Question 28.Draw the location of polestar showing the direction from Great Bear.
Answer:If you are able to spot the great bear, look at the two stars that form the outer side of its rectangular head. Extend an imaginary line from these two stars (as shown in the figure). The pole star will be located on that extended line with a distance of about 5 times the distance between these two stars.
![](data:image/jpeg;base64,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)
Question 29.Draw the diagram of the solar system.
Answer:![](data:image/jpeg;base64,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)
Question 30.How do you appreciate the construction of knowledge about the Universe by our ancestors?
Answer:We really appreciate the construction of knowledge about the Universe by our ancestors. Their valuable contributions are:
(i) They researched very hard and defined laws of physics which help us to understand the movement of celestial bodies.
(ii) They invented different devices and instruments like telescope through which we can observe the distant celestial bodies.
(iii) They derived different mathematical formulas to predict the happenings in-universe.
(iv) They built satellites and sent them to different planets for observing the existence of life and other resources.
Question 31.We launched many artificial satellites around our earth for different purposes. What do you think about the impact of artificial satellites and their radiation on bio diversity?
Answer:We all know that artificial satellites have made our life more comfortable. But there are some negative aspects also. Impact of artificial satellites and their radiation on bio diversity are as follows:
(i) During the launching of artificial satellites, emits a lot of smoke and dust which pollutes our environment.
(ii) Artificial satellites also emit radiation which causes harmful effect on a living thing.
(iii) More exposed to radiation from artificial satellites causes heart problems.
(iv) Due to the absence of repair shop in space. Space is becoming heavily crowded of these satellites.
Question 32.Among eight planets of our solar system, the earth is the only planet supporting life. Explain how we should protect our earth and its environment.
Answer:We can take following majors to protect our earth and its environment:
(i) We should plant trees as much as possible because trees help us to reduce global warming and maintain nature’s balance.
(ii) We should conserve water. Water is very essential for existence of life on earth and it is degrading day by day.
(iii) We should dispose toxic wastes into proper way because it harms the living bodies where it is disposed resulting in unbalance in nature.
(iv) We should use more bio-degradable substances which can be decomposed easily. Use of plastics should be avoided.
(v) Reuse and recycle the things that we use.
(vi) Use of vehicles which emits smoke should be avoided because it causes air pollution.
(vii) Use natural resources like coal, petrol etc. judiciously.
What is your local noon time?
Answer:
Local noon time is a time when the sun is highest in the sky. You can observe it by observing a shadow of a pole when it will be just below it or it will be shortest in length. Local noon time of Hyderabad is 12:13 p.m. You find local noon time in your city.
Question 2.
Where do you find moon at night.
a) 2days before pournami
b) 2days after Amavasya
Answer:
(a): As you can see in the fig-2 as point A, You can locate it in North-West direction.
(b): As you can see in the fig-2 as point B, You can locate it in North-East direction.
Question 3.
Why doesn’t eclipse occur on every full moon day or on every new moon day?
Answer:
A lunar eclipse occurs when Moon enters the Earth's shadow. It occurs on a full moon. A solar eclipse occurs when the Moon comes in between the Sun and the Earth. It occurs on the new moon. They do not happen every on every full moon day or on every new moon day because the earth's orbit around the sun is not in the same plane as the Moon's orbit around the Earth.
Moon’s orbit is 5ο tilted than earth’s orbit around the sun. That’s why they don’t come in each other’s orbit very often.
Question 4.
Where do you find the pole star?
Answer:
You can find the pole star in the northern sky. When you will look in the sky in the north direction, you will see the pole star. It is one of the brightest stars in the sky, so it is easy to locate it. For exact location, locate the great Bear, look at the two stars that form the outer side of its rectangular head. Extend an imaginary line from these two stars (as shown in figure 4). The pole star will be located on that extended line with a distance of about 5 times the distance between these two stars. You can see it in North Direction.
Question 5.
What is the difference that you find between Polestar and other stars?
Answer:
Question 6.
Why does polestar seem to be stationary?
Answer:
When we see a fan rotating around its axis, by standing just below it, we can observe that center point of a fan, about which it is rotating, is not changing its position.
Similarly, the pole star is situated in the direction of the earth’s axis and that is why it does not appear to move even though all stars appear that they are moving because of the rotation of the earth.
Question 7.
Name some constellations.
Answer:
Name of some constellations are as follows:
(i) The Great Bear (saptrishi)
(ii) Orion
(iii) Leo ( Simha Rashi )
(iv) Cassiopeia (Sharmistha)
Question 8.
How many planets are there in our solar system? What are they?
Answer:
There are eight planets in our solar system. They are
Mercury, Venus, Earth, Mars, Jupiter, Saturn, Uranus and Neptune.
Question 9.
Look at the table-2 and name the smallest and the biggest planets in our solar system.
Answer:
By looking up the Table-2, we can conclude that Mercury is the smallest and Jupiter is the largest planet in our solar system.
Question 10.
Among all 8 planets, what is the special thing about earth?
Answer:
There are following special things about earth:
(i) The most special thing about earth is it is the only planet in our solar system where life exists.
(ii) Some special environmental conditions are responsible for the existence and continuation of life on the earth.
(iii) It is just the right distance from the sun so that it has the right temperature range, the presence of water and suitable atmosphere and a blanket of ozone.
Question 11.
How do day and night occur?
Answer:
Occurrence of the day: When we see the sun shining in the sky, we call it day. It happens due to rotation of the earth. Earth revolves around the sun and also rotates at its own axis. During rotation of the earth, it’s half of the part become exposed to sunlight. In this part, day occurs. We can see the sun shining in the sky in that part.
The occurrenceof the night: When we don’t see the sun shining in the sky and sky becomes dark, we call it night. It also happens due to rotation of the earth. During rotation of the earth, in it’s another half, sunlight doesn’t reach due to the spherical shape of the earth. In this part, Night occurs.
Question 12.
Do the stars appear moving? How can you say?
Answer:
Yes the stars appear moving. We can say this due to following reasons:
(i) Stars don’t move from their position in space. They remain fixed at their position.
(ii) They appear moving when we see them from earth.
(iii) We know that the earth rotates about its axis and revolves around the sun. Therefore, the earth is changing its position constantly.
(iv) As we are living on earth, so it seems stationary to us while the stars appear moving. For example- When we are sitting in a train, trees outside the train appear moving.
(v) Due to rotation of earth from east to west. Sun is also a star and we daily see that it rises in the east and sets in the west. It happens due to rotation of the earth about its axis.
Question 13.
Is it possible to see the polestar for the people who live in the southern hemisphere of
the earth? Why?
Answer:
No. People who live in southern hemisphere of the earth will not be able to see polestar because polestar is situated directly over the north pole of the earth and stays there all the time. Unlike other stars, it doesn’t move. Therefore people living in southern hemisphere can’t see polestar.
Question 14.
What is the use of artificial satellites in our daily life?
Answer:
Artificial satellites are very useful in our daily life. We can’t imagine our today’s life without them. All the internet facilities, messaging facilities are provided with the help of these satellites. They are used for forecasting weather, transmitting television and radio signals. They are also used for telecommunication, remote sensing (collecting information from a distance) in aviation and military use.
Question 15.
Why is Venus the brightest planet?
Answer:
Venus is the brightest planet because it has a covering of thick clouds over it. Its thick clouds reflect most of the sunlight that reaches it (about 70%) back into space, and because it is the closest planet to Earth. Therefore, it appears brightest.
Question 16.
Are you curious about going to the moon? Why?
Answer:
Yes, I am curious about going to the moon because, since childhood, we heard a lot of myths about the moon. I want to go there and find out the reality about it. I want to visit its atmosphere and look earth from there. I have heard that people can jump long distances over there in one step due to low gravity. I want to experience these things.
Note: You are requested to write your own reason.
Question 17.
While observing the shadow of a stick from morning to evening, some questions arose in Ramya’s mind. What may be those questions?
Answer:
While observing the shadow of a stick from morning to evening, some questions that may arise to Ramya’s mind are:
(i) Why does shadow change its length?
(ii) Why does shadow stick first decreases till noon then again start increasing after noon?
(iii) How does Sun change its position?
Note: You are requested to write your own thoughts.
Question 18.
What are the questions that engage your mind when you look at the night sky?
Answer:
The questions that engage my mind when I look at night sky are:
(i) Is there exists any life on other stars?
(ii) How long will it take to reach those stars?
(iii) Why do these stars twinkle at night?
(iv) Why do these stars don’t appear in the day light?
(v) How these stars and moon were formed?
Note: You are requested to write your own questions that engage your mind.
Question 19.
Even though we do not have a clock, we can know the time by observing some shadows in day time. Think and discuss with your friends how we can know the time at night.
Answer:
We can know the time at night by observing the positions of The Great Bear constellation and the pole star. We can think pole star as the center of the clock and The Great Bear constellation as the hand of the clock. Every hour constellation moves by 15ο per hour. In this way, we can know the time at night.
Question 20.
How can you find north-south direction at your place?
Answer:
We can know the north and south direction by observing the direction in which the sun rises. When we move our face in that direction then our direction in the left-hand side will be north and direction on the right hand side will be south.
We can also know the north and south direction by observing the direction in which the sun sets. When we move our face in that direction then our direction in the left-hand side will be south and direction on the right-hand side will be north.
Question 21.
In which direction (towards north or south) is the sun moving day by day when you read this lesson?
Answer:
When I read this lesson, it is the month of December. So these days sun is moving towards the south. Actually, Sun moves towards south day by day from July to December and moves towards north day by day from January to June.
Question 22.
What are the planets you have seen in the sky? When do you observe those planets?
Answer:
I have seen Venus, Jupiter, and Saturn in the sky. I have observed Venus in the morning sky and in the evening sky also.
I have observed Jupiter and Saturn during dawn sky just before the sun rises.
Note: You are requested to write your own observation.
Question 23.
What is the duration of a day and night today? Collect the information about the duration of day night for the past 7 days from the newspapers, analyze it and say whether summer or winter is going to come.
Answer:
This is the month of December. Duration of the day is 11 hours 15 minutes and night length is 12 hours 45 minutes.
Fig- Day length of Andhra Pradesh during December 2017.
You can calculate night length by subtracting day length from 24.
Question 24.
What are the other districts on the same latitude as your district?
Answer:
I reside in Anantapur. Districts which are on the same latitude is Nellore.
You can find yours by seeing the map.
Question 25.
Collect information about cosmic dust (wastage) from news papers, internet and make a poster on your school panel board about the consequences of cosmic dust.
Answer:
Cosmic dust is dust which exists in outer space as well as all over our planet Earth. It has great consequences like:
(i) It can affect the growth of the crops.
(ii) It has radioactive properties which can harm our skins.
(iii) It can go into our body by inhalation and cause breathing problems.
You can design your own posters.
Question 26.
Make a sundial. Explain how you made it.
Answer:
Steps for making Sundial are
(i) Collect tools like a stick (2 feet long), pebbles and a wrist watch.
(ii) Find a suitable and sunny area to plant the stick and plat it there. If you are living in northern hemisphere then slightly slant the stick towards the north. If you are in southern hemisphere then slant the stick towards the south.
(iii) If you want to complete the sundial in a single day, begin in the morning after the sun has fully risen. Survey the stick at 7:00 a.m. As the sun shines down on it, the stick will cast a shadow. Use one of your pebbles to mark the place where the shadow falls on the ground.
(iv) Return at 8:00 a.m. and use another pebble to mark where the stick’s shadow falls on the ground. Do the same thing at 9:00 a.m., 10:00 a.m. and so on.
(v) Get back every hour and mark it with a pebble on the ground. Do this until there is no more sunlight left in the day. Your sundial will be complete at day’s end. As long as the sun is shining, you can use this simple device to tell what time of the day it is.
Question 27.
Draw the different phases of moon. Arrange them in a order from pournami to amavasya.
Answer:
Question 28.
Draw the location of polestar showing the direction from Great Bear.
Answer:
If you are able to spot the great bear, look at the two stars that form the outer side of its rectangular head. Extend an imaginary line from these two stars (as shown in the figure). The pole star will be located on that extended line with a distance of about 5 times the distance between these two stars.
Question 29.
Draw the diagram of the solar system.
Answer:
Question 30.
How do you appreciate the construction of knowledge about the Universe by our ancestors?
Answer:
We really appreciate the construction of knowledge about the Universe by our ancestors. Their valuable contributions are:
(i) They researched very hard and defined laws of physics which help us to understand the movement of celestial bodies.
(ii) They invented different devices and instruments like telescope through which we can observe the distant celestial bodies.
(iii) They derived different mathematical formulas to predict the happenings in-universe.
(iv) They built satellites and sent them to different planets for observing the existence of life and other resources.
Question 31.
We launched many artificial satellites around our earth for different purposes. What do you think about the impact of artificial satellites and their radiation on bio diversity?
Answer:
We all know that artificial satellites have made our life more comfortable. But there are some negative aspects also. Impact of artificial satellites and their radiation on bio diversity are as follows:
(i) During the launching of artificial satellites, emits a lot of smoke and dust which pollutes our environment.
(ii) Artificial satellites also emit radiation which causes harmful effect on a living thing.
(iii) More exposed to radiation from artificial satellites causes heart problems.
(iv) Due to the absence of repair shop in space. Space is becoming heavily crowded of these satellites.
Question 32.
Among eight planets of our solar system, the earth is the only planet supporting life. Explain how we should protect our earth and its environment.
Answer:
We can take following majors to protect our earth and its environment:
(i) We should plant trees as much as possible because trees help us to reduce global warming and maintain nature’s balance.
(ii) We should conserve water. Water is very essential for existence of life on earth and it is degrading day by day.
(iii) We should dispose toxic wastes into proper way because it harms the living bodies where it is disposed resulting in unbalance in nature.
(iv) We should use more bio-degradable substances which can be decomposed easily. Use of plastics should be avoided.
(v) Reuse and recycle the things that we use.
(vi) Use of vehicles which emits smoke should be avoided because it causes air pollution.
(vii) Use natural resources like coal, petrol etc. judiciously.