Class 8th Biology AP Board Solution
Improve Your Learning- How does air pollution lead to water pollution?
- What steps can be taken up to control air pollution and water pollution?…
- Why does the increased level of nutrients in the water affect the survival of aquatic…
- Road side plants cannot grow properly - Find your own reasons and explain your argument.…
- Sudheer is a traffic constable. What do you think about his health. Give some suggestions…
- Write a short note on the effects of water pollution in your village suggest precautions…
- Visit a pollution check center. Observe the process of conducting a pollution check and…
- Organize a field visit to a pond/lake / river present in or near to your village with the…
- What is air pollution? Make a flowchart to describe its causes and effects.…
- Clear and transparent water is always suitable for drinking. Comment.…
- If our monument like Taj Mahal is effected by air pollution, what is your advice to…
- Reshma going to talk about controlling measures of soil pollution. Prepare a write up for…
- To conduct a quiz program on air and water pollution, prepare five thought-provoking…
- ‘Use Bicycle - Avoid motor bikes and cars. This slogan is prepared by Sravani. Prepare…
- If you are a general manager of a chemical industry what precautions would you take to…
- How does air pollution lead to water pollution?
- What steps can be taken up to control air pollution and water pollution?…
- Why does the increased level of nutrients in the water affect the survival of aquatic…
- Road side plants cannot grow properly - Find your own reasons and explain your argument.…
- Sudheer is a traffic constable. What do you think about his health. Give some suggestions…
- Write a short note on the effects of water pollution in your village suggest precautions…
- Visit a pollution check center. Observe the process of conducting a pollution check and…
- Organize a field visit to a pond/lake / river present in or near to your village with the…
- What is air pollution? Make a flowchart to describe its causes and effects.…
- Clear and transparent water is always suitable for drinking. Comment.…
- If our monument like Taj Mahal is effected by air pollution, what is your advice to…
- Reshma going to talk about controlling measures of soil pollution. Prepare a write up for…
- To conduct a quiz program on air and water pollution, prepare five thought-provoking…
- ‘Use Bicycle - Avoid motor bikes and cars. This slogan is prepared by Sravani. Prepare…
- If you are a general manager of a chemical industry what precautions would you take to…
Improve Your Learning
Question 1.How does air pollution lead to water pollution?
Answer:Air pollution leads to water pollution in the following listed ways:-
i.) Major pollutants in the air are Carbon, nitrogen and sulfur oxides.
ii.) These oxides Dissolve with the rain water during precipitation.
iii.) Mixing of these oxides leads to the formation of Acids like nitric acid, sulphuric acid, carbonic acid..etc.
iv.) These acids mix with pure water of the river and goes deep inside soil to mix with ground water and hence lead to water pollution.
v.) Polluted air also contains mercury as a major pollutant. This mercury is dissolved into the water during rain. Bacteria in water transform it into harmful methyl mercury which makes survival of aquatic life difficult.
Question 2.What steps can be taken up to control air pollution and water pollution?
Answer:Steps that can be taken to control air and water pollution are as follows:-
i.) Preventing harmful substances like harmful gases, particulates and chemical wastes produced in industries to be released directly into the air and pure water sources.
ii.) We should check if our vehicles are properly serviced or not. Incomplete combustion of fuels generates very harmful gases like carbon mono oxide which cause air pollution. Industries should also use updated machinery.
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)
iii) Focusing our life on the principles of 3 R’s i.e. Reuse, Reduce and Recycle. For example: using bicycles for shorter distances ( reducing the use of fuel) etc.
Question 3.Why does the increased level of nutrients in the water affect the survival of aquatic organisms?
Answer:Increased level of nutrients in water leads to more growth of algae and plants inside the water. For example nitrogen supports the plant life in the sea.
But problem is that water at a given temperature and pressure can only dissolve a limited amount of gases like oxygen and there is then a competition between newly grown plants and algae with aquatic organisms for consuming this limited oxygen.
In these ways increased the level of nutrients in the water affect the survival of aquatic organisms.
Question 4.Road side plants cannot grow properly - Find your own reasons and explain your argument.
Answer:There are numerous factors which cause road side plants to not grow properly:-
i) Poor care taking and less watering.
ii) High pollution around plants. Though this factor is in much sense favorable for plant life certain plants cannot bear the excessive pollution. Recall plants do require oxygen to breathe.
iii) They are generally also destroyed by the stray animals or environmental hazards like heavy raining etc.
Question 5.Sudheer is a traffic constable. What do you think about his health. Give some suggestions to protect his health during duty period.
Answer:The health of Sudheer isn’t fine as he is exposed to a vast amount of harmful gases on roads. Following diseases can happen :-
i) A cough
ii) Blocked nose
iii) Watering of eyes
iii) Breathlessness, wheezing and chest tightness.
Protecting Sudheer:-
i) He must wear a mask on his duty to keep harmful gases away.
ii) He should frequently wash with fresh water. This helps to keep skin infection away.
iii) He should have a frequent health checkup so that any problem can be treated without it being large.
Question 6.Write a short note on the effects of water pollution in your village suggest precautions
Answer:Effects of water pollution in my village:-
i) Many people are suffering from problems like diarrhea, jaundice , typhoid, and numerous skin infections.
ii) Fishes in the pond are all dead.
iii) The soil is prone to infertility because of harmful chemicals in the water.
iv) The beauty of river banks is lost under heaps of polyethylene
Precautions:-
i) Preventing dirty water to be mixed with drinkable sources with the help of proper drainage systems.
ii) Preventing use of excess fertilizers. These fertilizers are NON-Biodegradable and hence ultimately goes into water bodies.
iii) Minimising use of polyethene and preventing them to be thrown near water bodies.
Question 7.Visit a pollution check center. Observe the process of conducting a pollution check and record your findings. You may consider the following areas for your record:
An average number of vehicles checked in a certain time period, Time is taken to check each
vehicle, Pollutants checked for, The process of testing, Permissible limits of emission of various pollutants, Measures taken if the emitted gases are above the permissible limits.
Answer:![](data:image/jpeg;base64,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)
Average number of vehicles checked in a certain time period
⇒ 200 cars per day
Time is taken to check each vehicle –
⇒ 2 to 3 mins
Pollutants checked for -
⇒ K value, Oxygen level, Carbon di oxide level, carbon mono oxide
The process of testing-
⇒ The process is done by using a machine using a machine. When it is brought near engine it gives the amount of pollutants in the smoke of vehicle.
Permissible limits of emission of various pollutants
⇒ Maximum carbon di oxide that can be present is 200 ppm. Carbon mono oxide is .3 percent standard.
Measures were taken if the emitted gases are above the permissible limits.
⇒ A certificate is issued if everything is normal.
⇒ 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)
⇒ The vehicle owner is asked to have the vehicle serviced if abnormalities are found.
Question 8.Organize a field visit to a pond/lake / river present in or near to your village with the
the help of your teachers.
Observations followed by discussion could focus on... The history of the pond or lake or river, Water resources available other than that river/ pond/ or lake, Cultural traditions, Pollution concerns, Source of pollution, Effects of pollution on the people living by the river side as well as those living far away.
Answer:I made a visit to river Yamuna in Delhi. It has been a major source of drinking water for the most of people in Delhi.
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)
History: My grandma used to tell me that they often visited the banks because it was so pleasuring going there then. But now that pleasure is lost under heaps of polyethylene.
Water resources available: Apart from river Yamuna there are many lakes and ponds near Delhi.
Cultural Traditions: River Yamuna is worshipped as a goddess by the people. Remnants of dead corpses are drowned in it for religious concerns.
Pollution and source of pollution:
i) Industrial waste being directly drained in the river.
ii)The waste disposal of Delhi being directed near the river is the cause of heaps of polyethylene.
iii) People washing clothes on banks and bathing near drinkable water make it unfit.
iv) Religious practices like Corpse remnants being drowned they're also cause pollution
Effects of pollution:
i) For the nearly residing people, the beauty of the banks is lost. It has been converted into a hell of a waste. The soil has lost fertility.
ii) People in the far are transferred this water for drinking hence if they drink it without making it pure, they face many health issues.
Question 9.What is air pollution? Make a flowchart to describe its causes and effects.
Answer:Air Pollution: In our atmospheric air, we have fixed amounts of various components like oxygen, nitrogen, carbon di oxide and all such gases. But due to Excessive use of combustion fuels and many other factors, this fixed amount is moving towards an imbalance. Moreover, some harmful substances like mercury and lead particulates are also present in the air. This phenomenon is termed as Air Pollution.
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)
Question 10.Clear and transparent water is always suitable for drinking. Comment.
Answer:Clear and transparent water is not always suitable for drinking
Reason: It may seem clear and clean. But it may contain some small microbes and bacteria that are harmful to us. It can also contain traces of lead and mercury which are major causes of cancer in humans.
Question 11.If our monument like Taj Mahal is effected by air pollution, what is your advice to protect it?
Answer:The only way in which Taj Mahal can be protected is by checking air pollution in its surroundings. This can be done by shifting of major oil factories and industries from Agra to somewhere else. Also checking pollution from the vehicles is important. Planting as many trees in Agra so that air pollution can be checked.
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Question 12.Reshma going to talk about controlling measures of soil pollution. Prepare a write up
for her.
Answer:Following are the measures that we need to carry out for checking soil pollution:-
i) Prevent excess use of the chemical fertilizers and pesticides during farming.
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)
ii) Preventing the disposal of non biodegradable things like plastic and polyethylene into the soil.
iii) Planting as many trees as we can. Trees bind the important nutrients like potash, nitrogen, and carbon in the soil which are extremely important for its health.
iv)Preventing soil erosion and keeping it hydrated.
v) Checking Air and water pollution
Question 13.To conduct a quiz program on air and water pollution, prepare five thought-provoking questions.
Answer:Ques 1 . For Air pollution and water pollution, major cause is an industrial waste.. What if we close all industries and live like our ancestors? Is it a good idea to check pollution?
⇒ We have to remain in competition with rest of world. We cant push back the country into past. Instead, we should try checking pollution and leading a sustainable development.
Ques 2. Carbon di oxide is the cause of global warming. What has happened if there would be no carbon di oxide on the earth?
⇒ If there Had been no carbon di oxide, no life had been possible. Temperature had gone very down. No photosynthesis had taken place and all would have died. That is why there needs to be a balance in everything which is offered to us by nature.
Ques 3. For checking air water pollution generally an idea to link all the rivers is given. What are its advantages and disadvantages?
⇒ Advantages: One single big river will be difficult to pollute.
⇒ Disadvantages: an imbalance in nature, a threat to the aquatic life of rivers, the danger of flood in near by areas, once this big river gets polluted no other option will be there for survival.
Having more severe disadvantages this idea is not implemented.
Ques 4. Why should India try to control pollution? Cant it lead to under development of the country?
⇒ Yes, it can somehow lead to slow progress of the country. But it is more important for one to live a healthy life than that of a life with more development. So first thing is to check pollution and then to think about development.
Ques 5. Ozone depletion is also a major threat today. What are its consequences?
⇒ Harmful UV rays come on the earth. Lead to many health issues as well as contribute to global warming.
Question 14.‘Use Bicycle – Avoid motor bikes and cars. This slogan is prepared by Sravani. Prepare some more slogans on pollution.
Answer:i) “ Reduce, Reuse, Recycle: 3 R’s to make life healthy”
ii) “ Live healthily: say no to plastic bags”
iii) “Use car pooling: save the environment”
iv) “ Use CNG: Save Environment”
v) “ Save water Save a life”
Question 15.If you are a general manager of a chemical industry what precautions would you take to control air and water pollution?
Answer:I would take following measures:
i) I will check whether machinery is updated with recent technology or not. If not I will make it updated.
ii) I will check the disposal of my industrial waste directly to be drained in Pure water bodies.
iii) I will check any gaseous waste being released directly into the air without proper treatment.
iv) As a fuel, I would Prefer safe fuels like CNG or Solar energy etc.
How does air pollution lead to water pollution?
Answer:
Air pollution leads to water pollution in the following listed ways:-
i.) Major pollutants in the air are Carbon, nitrogen and sulfur oxides.
ii.) These oxides Dissolve with the rain water during precipitation.
iii.) Mixing of these oxides leads to the formation of Acids like nitric acid, sulphuric acid, carbonic acid..etc.
iv.) These acids mix with pure water of the river and goes deep inside soil to mix with ground water and hence lead to water pollution.
v.) Polluted air also contains mercury as a major pollutant. This mercury is dissolved into the water during rain. Bacteria in water transform it into harmful methyl mercury which makes survival of aquatic life difficult.
Question 2.
What steps can be taken up to control air pollution and water pollution?
Answer:
Steps that can be taken to control air and water pollution are as follows:-
i.) Preventing harmful substances like harmful gases, particulates and chemical wastes produced in industries to be released directly into the air and pure water sources.
ii.) We should check if our vehicles are properly serviced or not. Incomplete combustion of fuels generates very harmful gases like carbon mono oxide which cause air pollution. Industries should also use updated machinery.
iii) Focusing our life on the principles of 3 R’s i.e. Reuse, Reduce and Recycle. For example: using bicycles for shorter distances ( reducing the use of fuel) etc.
Question 3.
Why does the increased level of nutrients in the water affect the survival of aquatic organisms?
Answer:
Increased level of nutrients in water leads to more growth of algae and plants inside the water. For example nitrogen supports the plant life in the sea.
But problem is that water at a given temperature and pressure can only dissolve a limited amount of gases like oxygen and there is then a competition between newly grown plants and algae with aquatic organisms for consuming this limited oxygen.
In these ways increased the level of nutrients in the water affect the survival of aquatic organisms.
Question 4.
Road side plants cannot grow properly - Find your own reasons and explain your argument.
Answer:
There are numerous factors which cause road side plants to not grow properly:-
i) Poor care taking and less watering.
ii) High pollution around plants. Though this factor is in much sense favorable for plant life certain plants cannot bear the excessive pollution. Recall plants do require oxygen to breathe.
iii) They are generally also destroyed by the stray animals or environmental hazards like heavy raining etc.
Question 5.
Sudheer is a traffic constable. What do you think about his health. Give some suggestions to protect his health during duty period.
Answer:
The health of Sudheer isn’t fine as he is exposed to a vast amount of harmful gases on roads. Following diseases can happen :-
i) A cough
ii) Blocked nose
iii) Watering of eyes
iii) Breathlessness, wheezing and chest tightness.
Protecting Sudheer:-
i) He must wear a mask on his duty to keep harmful gases away.
ii) He should frequently wash with fresh water. This helps to keep skin infection away.
iii) He should have a frequent health checkup so that any problem can be treated without it being large.
Question 6.
Write a short note on the effects of water pollution in your village suggest precautions
Answer:
Effects of water pollution in my village:-
i) Many people are suffering from problems like diarrhea, jaundice , typhoid, and numerous skin infections.
ii) Fishes in the pond are all dead.
iii) The soil is prone to infertility because of harmful chemicals in the water.
iv) The beauty of river banks is lost under heaps of polyethylene
Precautions:-
i) Preventing dirty water to be mixed with drinkable sources with the help of proper drainage systems.
ii) Preventing use of excess fertilizers. These fertilizers are NON-Biodegradable and hence ultimately goes into water bodies.
iii) Minimising use of polyethene and preventing them to be thrown near water bodies.
Question 7.
Visit a pollution check center. Observe the process of conducting a pollution check and record your findings. You may consider the following areas for your record:
An average number of vehicles checked in a certain time period, Time is taken to check each
vehicle, Pollutants checked for, The process of testing, Permissible limits of emission of various pollutants, Measures taken if the emitted gases are above the permissible limits.
Answer:
Average number of vehicles checked in a certain time period
⇒ 200 cars per day
Time is taken to check each vehicle –
⇒ 2 to 3 mins
Pollutants checked for -
⇒ K value, Oxygen level, Carbon di oxide level, carbon mono oxide
The process of testing-
⇒ The process is done by using a machine using a machine. When it is brought near engine it gives the amount of pollutants in the smoke of vehicle.
Permissible limits of emission of various pollutants
⇒ Maximum carbon di oxide that can be present is 200 ppm. Carbon mono oxide is .3 percent standard.
Measures were taken if the emitted gases are above the permissible limits.
⇒ A certificate is issued if everything is normal.
⇒
⇒ The vehicle owner is asked to have the vehicle serviced if abnormalities are found.
Question 8.
Organize a field visit to a pond/lake / river present in or near to your village with the
the help of your teachers.
Observations followed by discussion could focus on... The history of the pond or lake or river, Water resources available other than that river/ pond/ or lake, Cultural traditions, Pollution concerns, Source of pollution, Effects of pollution on the people living by the river side as well as those living far away.
Answer:
I made a visit to river Yamuna in Delhi. It has been a major source of drinking water for the most of people in Delhi.
History: My grandma used to tell me that they often visited the banks because it was so pleasuring going there then. But now that pleasure is lost under heaps of polyethylene.
Water resources available: Apart from river Yamuna there are many lakes and ponds near Delhi.
Cultural Traditions: River Yamuna is worshipped as a goddess by the people. Remnants of dead corpses are drowned in it for religious concerns.
Pollution and source of pollution:
i) Industrial waste being directly drained in the river.
ii)The waste disposal of Delhi being directed near the river is the cause of heaps of polyethylene.
iii) People washing clothes on banks and bathing near drinkable water make it unfit.
iv) Religious practices like Corpse remnants being drowned they're also cause pollution
Effects of pollution:
i) For the nearly residing people, the beauty of the banks is lost. It has been converted into a hell of a waste. The soil has lost fertility.
ii) People in the far are transferred this water for drinking hence if they drink it without making it pure, they face many health issues.
Question 9.
What is air pollution? Make a flowchart to describe its causes and effects.
Answer:
Air Pollution: In our atmospheric air, we have fixed amounts of various components like oxygen, nitrogen, carbon di oxide and all such gases. But due to Excessive use of combustion fuels and many other factors, this fixed amount is moving towards an imbalance. Moreover, some harmful substances like mercury and lead particulates are also present in the air. This phenomenon is termed as Air Pollution.
Question 10.
Clear and transparent water is always suitable for drinking. Comment.
Answer:
Clear and transparent water is not always suitable for drinking
Reason: It may seem clear and clean. But it may contain some small microbes and bacteria that are harmful to us. It can also contain traces of lead and mercury which are major causes of cancer in humans.
Question 11.
If our monument like Taj Mahal is effected by air pollution, what is your advice to protect it?
Answer:
The only way in which Taj Mahal can be protected is by checking air pollution in its surroundings. This can be done by shifting of major oil factories and industries from Agra to somewhere else. Also checking pollution from the vehicles is important. Planting as many trees in Agra so that air pollution can be checked.
Question 12.
Reshma going to talk about controlling measures of soil pollution. Prepare a write up
for her.
Answer:
Following are the measures that we need to carry out for checking soil pollution:-
i) Prevent excess use of the chemical fertilizers and pesticides during farming.
ii) Preventing the disposal of non biodegradable things like plastic and polyethylene into the soil.
iii) Planting as many trees as we can. Trees bind the important nutrients like potash, nitrogen, and carbon in the soil which are extremely important for its health.
iv)Preventing soil erosion and keeping it hydrated.
v) Checking Air and water pollution
Question 13.
To conduct a quiz program on air and water pollution, prepare five thought-provoking questions.
Answer:
Ques 1 . For Air pollution and water pollution, major cause is an industrial waste.. What if we close all industries and live like our ancestors? Is it a good idea to check pollution?
⇒ We have to remain in competition with rest of world. We cant push back the country into past. Instead, we should try checking pollution and leading a sustainable development.
Ques 2. Carbon di oxide is the cause of global warming. What has happened if there would be no carbon di oxide on the earth?
⇒ If there Had been no carbon di oxide, no life had been possible. Temperature had gone very down. No photosynthesis had taken place and all would have died. That is why there needs to be a balance in everything which is offered to us by nature.
Ques 3. For checking air water pollution generally an idea to link all the rivers is given. What are its advantages and disadvantages?
⇒ Advantages: One single big river will be difficult to pollute.
⇒ Disadvantages: an imbalance in nature, a threat to the aquatic life of rivers, the danger of flood in near by areas, once this big river gets polluted no other option will be there for survival.
Having more severe disadvantages this idea is not implemented.
Ques 4. Why should India try to control pollution? Cant it lead to under development of the country?
⇒ Yes, it can somehow lead to slow progress of the country. But it is more important for one to live a healthy life than that of a life with more development. So first thing is to check pollution and then to think about development.
Ques 5. Ozone depletion is also a major threat today. What are its consequences?
⇒ Harmful UV rays come on the earth. Lead to many health issues as well as contribute to global warming.
Question 14.
‘Use Bicycle – Avoid motor bikes and cars. This slogan is prepared by Sravani. Prepare some more slogans on pollution.
Answer:
i) “ Reduce, Reuse, Recycle: 3 R’s to make life healthy”
ii) “ Live healthily: say no to plastic bags”
iii) “Use car pooling: save the environment”
iv) “ Use CNG: Save Environment”
v) “ Save water Save a life”
Question 15.
If you are a general manager of a chemical industry what precautions would you take to control air and water pollution?
Answer:
I would take following measures:
i) I will check whether machinery is updated with recent technology or not. If not I will make it updated.
ii) I will check the disposal of my industrial waste directly to be drained in Pure water bodies.
iii) I will check any gaseous waste being released directly into the air without proper treatment.
iv) As a fuel, I would Prefer safe fuels like CNG or Solar energy etc.