Polynomials
Class 9th Mathematics Part I MHB Solution
Practice Set 3.2- Use the given letters to write the answer. i. There are ‘a’ trees in the village Lat.…
- Add the given polynomials. i. x^3 - 2x^2 - 9; 5x^3 + 2x +9 ii. -7m^4 + 5m^3 + root 2…
- Subtract the second polynomial from the first. i. x^2 - 9x + root 3-19x + root 3+7x^2…
- Multiply the given polynomials. i. 2x; x^2 - 2x ii. x^5 - 1; x^3 + 2x^3 + 2 iii. 2y +…
- Divide first polynomial by second polynomial and write the answer in the form ‘Dividend…
- Write down the information in the form of algebraic expression and simplify. There is a…
- Use the given letters to write the answer. i. There are ‘a’ trees in the village Lat.…
- Add the given polynomials. i. x^3 - 2x^2 - 9; 5x^3 + 2x +9 ii. -7m^4 + 5m^3 + root 2…
- Subtract the second polynomial from the first. i. x^2 - 9x + root 3-19x + root 3+7x^2…
- Multiply the given polynomials. i. 2x; x^2 - 2x ii. x^5 - 1; x^3 + 2x^3 + 2 iii. 2y +…
- Divide first polynomial by second polynomial and write the answer in the form ‘Dividend…
- Write down the information in the form of algebraic expression and simplify. There is a…
Practice Set 3.2
Question 1.Use the given letters to write the answer.
i. There are ‘a’ trees in the village Lat. If the number of trees increases every year by ‘b’, then how many trees will there be after ‘x’ years?
ii. For the parade there are y students in each row and x such row is formed. Then, how many students are there for the parade in all?
iii. The tens and units place of a two-digit number is m and n respectively. Write the polynomial which represents the two-digit number.
Answer:i. Given:
Total number of trees in the village = a
Increase in the number of trees by = b
To find: Number of trees after x years
Number of trees in x years = (a + b) x
ii. Given:
Number of students in each row = y
Number of rows of Students = x
So total number of students = x × y
= xy
iii. For a number in tens place should be multiplied with ten and for the number in units place should be multiplied by one. So the number that can be formed as follows:
Since m is in tens place and n is in units place,
10 × m + 1 × n
10m + n
So the polynomial representing the two digit number is = 10m + n
Question 2.Add the given polynomials.
i. x3 – 2x2 – 9; 5x3 + 2x +9
ii. ![](data:image/png;base64,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)
iii. 2y2 + 5; 3y +9; 3y2 – 4y – 3
Answer:i.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAANgAAACjCAIAAABnp0e4AAAAAXNSR0IArs4c6QAADWlJREFUeF7tXU1uFjkUnMwNIDuWkCPAkkU2Ico6EnACBAeIEDeAAyA4AVwAlBULyCrZwIoNRBwAEuUETKESlsfu9me73d3v+7p6gb5p7OdyvXrPPz0zb+v379//6BEDczPw79wANL4Y+MOAhCgdmGBAQjThBoGQEKUBEwxIiCbcIBBzCnFnZ2fr73N+fm7NGYDk4OGHNXgbhmc2IcLNe3t7uDzC8+bNm1u3bllj9vT0FMCI8PHjx/v7+9YQbhQeEj3v8/37d3CKP9vC+Pz5MwTkJH779u3nz5/XDcFQqeub2Qto79+/T21hrGqomcMlmsVIfv78Odxs2sI/Yw+QYx+kg/2clkVt7t27F+eMZ8+eFRlhYyCEtYqOmV3g+2vXrgVo66BmjtjX7N27dzFpiOGBZld2b+/+lUP6DZBpOO3m6RCjIB2+evUKPuaI+M2xSuObCfvTp0/5U0P7opTGXAjAxIaxqMsxaEnPggsIuCISsAcV4o3bpeSTUNRyLCFiGqASj+91xn2cWsD7NKQzR1JSHDQAw8DwNUQVlrqhVIhcjn3PMWzwJ14WkVnk/qAxOUE8+O85+qgLAoYbS4ixpzEfxBbo7kxIpSmnjm4K0fXllsDJjnGC5OQa1KnwD60lGbHT/cHLIGzSZNaR41wWbwkC3qrtJzqOKESM6nsacQb3uIUSOcalGeahsZchDB2Hu8uRsWvp+6IV2RFdIcR4KQ8SdoLMVsoACRgU0eivAGCA63WrUTrtjGsdQ9LTCLJggWOycc/YKqTO8AT52K16iBM4wMUJkDNy/Cd/gR5DiAkyG0qEnup8Go4SmxpdiPR0nIryZ8XM1PlkblwgL8R0rEJicPbzdRaD7zyh+5gTZxcCWJkR3WYxk8wEpHSaBw88oODhnRfYG/v2aroL7YuLiz49jfr+5ORkd3cXwXB8fLy9vZ0Y6+rqalQkaePB6ICN9jdv3uzsNSqZDx48ODs7Y7Dhx+HhIdYrJ82xKMrPTHUtEZcQARN+0Y1G3XBBL+6rgmOg38YdCf0D9fChSyeL9olTs8MzC5m8WhqyXOTwOe7STB3gjtTtb+r2/jkz6Vsu0wzStYj4ziuSunHRq1SIOfeI05MJZxHYel9o847e3QW09XSORFbuLJmnGSdus5i570wDKBXiyi8rU5IZ8Na3t85xQX6bsTIicgwyTRBJnXfI+VhLW6aFGLiWxoObxdIRXftSIaJj4lvzxGS6j42ISd6oT/BscR3R05YB/Gtj0PTR0VFbsxtsTULcYOeu09Smu75ZJ1aEdXIGJMTJKdeAXQxIiNKFCQYkRBNuEAgJURowwYCEaMINAiEhSgMmGJAQTbhBICREacAEAxKiCTcIhIQoDZhgQEI04QaBkBClARMMSIgm3CAQEqI0YIIBCdGEGwRCQpQGTDAgIZpwg0BIiNKACQYkRBNuEAgJURowwYCEaMINAiEhSgMmGJAQTbhBICREacAEAxKiCTcIhIQoDZhgQEI04QaBkBClARMMSIgm3CAQEqI0YIIBCdGEGwRCQpQGTDAgIZpwg0BIiNKACQYkRBNuEAgJcSwNvH37FrUF+Ozv7481zKbYlRDH8uTHjx9dydVv3769ePFirJE2wu4UQkQ+cLnB/5FPICokPnnyZGdnh93v3LkzjV8xihsUpRK/fPmSj/nly5eupOPe3t6PHz/y+5a2fP/+PeBdv37dJWC8KTXSvD3oAipCAo0g89evX72jTFBUqK9ea/7QnejjQuv5BnNaxvWaWbUvp2/QBgyMWhCzkx9X2q0C8PAuLOwVPImafsUl0FgkrAgohVjUJWiMyp2o7ehEgEmyTFe+zVLYLHePUVjFEoUEqctEodM+MEBeBJWF4oqqZ4Jhx4+D2raSI4YoqlLIoveooMZK7eCThXb7anQW+NKvVpevALRMC7Gz/B29nnBGqbhLhcj2AWvQJZ5E1b4YNlVYlEcrhBi7g6mI7ztLIBJYfp4uEiJHDILWVSTuFM/8QnRKdbIjR33lCDEf/BUaFC3NpUKk0AMBBS+DEs8x7AoVOt0UZcROIfoJLIh2FkNFCdz8hFIhxNhBifQxnRDddgHzD7YvfgXdBEeMMzxcqfNJRMs6IQZD0IiTSBp26YhurOEZkYEaUOTCBrCxSoJDLpqZT5EQYZkbGx8D5sX1euaMGOxbA5rc8gGO+goEOyHCFHiBZDNJHEmI/qoXwybp/pO5QA8UIiM53su6sMFfoUERe1y1ivaIrIXd+VQK0Xd/kenO8eAMpgq32XLN3PuVHPGwgicR0wNhdy4iQUb0N4sVrvX56SPWvc9cqRHenSr0N4txsuz0FCebeFbqEmB4QMGDHzCI4MTTOdwU94j+ZHC1hirGmMPl5WXnJPve+40PDg6ePn2Kll+/fl3pwiENgnuvDx8+wNqNGzdimzmwhyDJ6fv69euHDx/i6g5XmOn2V1dXOQYHtgGSs7Mzyg4/Dg8PkYacNEPj+aubnwBKewXticZ/yQSGfL4y1bHXymN15/YuH/bKU7OfY/Jh5wCoWJqxMmDnnU517tAanLFyIFUszbHZNMLRDyvwKETjTieICWrIT+zkiPde8V0D3vB8w4XYnZrTS/NAIebcI6ZhZzo4blYqRFCK9W7l3gCE80LeP2PlgyzdIwZZhiqc80K7c6sRsAZ8/keL4K6hb7dXdHCuOMOu/LKShp3v46BlqRATu2F3Tcijg0sHnTeLacAVQgwW374zKMcdPSMiBHGb4L7ycSvtnx8DjgjLXz4QwdAcQopfU/Dgd+bm3ZFbIUT05f7aDeqfolbCtiNEfm0LbvU6vyMkMFcI0fkLfftuhd2Iowux2h9tO9YJsS2GTGulGTHT7MBmFUIsGnHrT1bUIwbmZmDq65u556vxjTIgIRp1zNJgSYhL87jR+UqIRh2zNFgS4tI8bnS+EqJRxywNloS4NI8bna+EaNQxS4MlIS7N40bnKyEadczSYEmIS/O40flKiEYdszRYEuLSPG50vhKiUccsDZaEuDSPG52vhGjUMUuDJSEuzeNG5yshGnXM0mBJiEvzuNH5SohGHbM0WBLi0jxudL4SolHHLA2WhLg0jxudr4Ro1DFLgyUhLs3jRucrIRp1jGCJATEwAwP6f9/MQLqGjBnQ0ixVmGBAQjThBoGQEKUBEwxIiCbcIBASojRgggEJ0YQbBEJClAZMMCAhmnCDQKy3EPf397f+PicnJ3bceX5+7oDhhx1gZpGstxBBK2sooCTE3bt34X4jRJ+enrp6RKgrg4AxAswujKJiGGM0ZkkzVyswrlqaOSgoLq0ClLCM2j4QkKv2w+KamUiCZlBkX0nOOoNBr4ZQm+CpM1Jc8KdumL5eIDEuV1kxRF2t+HShpTh5xCXZc6BCwSsryubY6Wvjqnr5gOugDoExsO/MQqQKQWV1MnOV6KotdDKIdIg87WqesSY8nqKq77CMYm+lqRrti7JvK6gDlTSw+5xCZBpDYb10rPsKgw5YijEQRIW/S4nzywN2FlXkdHwNEVVR8UoWAisSYjyRoJJhXHmYVe5HzdOl9M4pRPLlF4gM0McFXVkxtLPEPfZhpS4vIiuoaR8UVaRr/aCqU2FDIbrZBWHDYAZdpdm9iK7SxnMKEZICHX4FUBDkSrlyJj6JTDmuziX+ymWOsQspsnwzwsDn1yWe2LVD8AzMiJ1Q/bBJBHOpehq2n1mInbcJwcJEEkEfS+z6k/e7t90j+qNQZ3G5YZewic3P03Gt5/xsPUSIfVAxHYYNq/vmg2kotbSpmYWIjOhSoF+aPgBNEtOVpzvnmSiqnblDgrwAsm9oZ3+IazuPvX6MZW4Z01AZNnFen0xq6YFmvtDe2dk5ODgg6dvb248ePYJXLi8vOz+T4H1nBh3vJWDs7u7Cf8fHx4CXGOjq6mo8GDmW86FeXFzkGJy6zYwB0Xn+jU8wbn8DajLTWJNJuS1BnzXmGFbUBrZWe4OKpXklVC7NQMulOTPFNqEx08icSzMv5yBH7q7c0ux/h+Dax+vZ4KCaOcO6ZtRWesGla3E6jk/3dYOyV6lQcqCSOu6C2obNkJn+b7vfylCdnfizir/rh4/xj2jjjE9GYt/C5FIyU4vb4HbeLNZxUirElVAB0gUzAz6+WayD2rDXnBmRpLjrGx6K/WtFrt3+m8lITHs3cC390SphtxViHMyA2jBsWmlR/13z1JvylePhXxuDpo+Ojla23KQGEuImeXON5zLz9c0aMyfoTRmQEJvSKWO1DEiItcypX1MGJMSmdMpYLQMSYi1z6teUAQmxKZ0yVsuAhFjLnPo1ZUBCbEqnjNUyICHWMqd+TRmQEJvSKWO1DEiItcypX1MGJMSmdMpYLQMSYi1z6teUAQmxKZ0yVsuAhFjLnPo1ZUBCbEqnjNUyICHWMqd+TRmQEJvSKWO1DEiItcypX1MGJMSmdMpYLQMSYi1z6teUAQmxKZ0yVsuAhFjLnPo1ZUBCbEqnjNUyICHWMqd+TRmQEJvSKWNiQAysNQP6f9+stfs2B7yW5s3x5VrPREJca/dtDngJcXN8udYzkRDX2n2bA15C3BxfrvVMJMS1dt/mgP8PlMQ5O/LNw6cAAAAASUVORK5CYII=)
The result = 6x3 – 2x2 + 2x
ii.
![](data:image/png;base64,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)
The result = 2m4 + 2m3 + 2m2 + 3m – 6 +√2
iii.
![](data:image/png;base64,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)
The result = 5y2 + 6y + 11
Question 3.Subtract the second polynomial from the first.
i. ![](data:image/png;base64,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)
ii. 2ab2 + 3a2b – 4ab; 3ab – 8ab2 +2a2b
Answer:In the subtraction process, the sign of the subtrahend that is the second polynomial is inverted and then the operation is carried out.
![](data:image/png;base64,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)
The result = 6x2 + 10x
ii. In the subtraction process, the sign of the subtrahend that is the second polynomial is inverted and then the operation is carried out.
![](data:image/png;base64,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)
The result = 10ab2 – a2b – 7ab
Question 4.Multiply the given polynomials.
i. 2x; x2 – 2x
ii. x5 – 1; x3 + 2x3 + 2
iii. 2y + 1; y2 – 2y3 + 3y
Answer:The multiplication is as follows:
⇒ 2x × (x2 – 2x – 1)
⇒ 2x.x2 – 2x.2x – 2x.1
⇒ 2x2+1 – 4x1+1 – 2x
⇒ 2x3 – 4x2 – 2x
Therefore, the product = 2x3 – 4x2 – 2x
“.” represents multiplication
ii. The multiplication is as follows:
⇒ (x5 – 1) × (x3 + 2x3 + 2)
⇒ x5.x3 + 2x3.x5 + 2.x5 – 1.x3 – 1.2x3 – 1.2
⇒ x5+3 + 2x3 + 5 +2x5 – x3 – 2x3 – 2
⇒ x8 + 2x8 + 5 + 2x5 – x3 – 2x3 – 2
⇒ 3x8 + 2x5 + 3x3 + 3
The product is = 3x8 + 2x5 + 3x3 + 3
“.” represents multiplication
iii. The multiplication is as follows:
⇒ (2y + 1) × (y2 – 2y3 + 3y)
⇒ 2y.y2 – 2y3.2y + 3y.2y + 1.y2 – 1.2y3 + 1.3y
⇒ 2y2+1 – 4y3+1 + 6y1+1 + y2 – 2y3 + 3y
⇒ 2y3 – 4y4 + 6y2 + y2 – 2y3 + 3y
⇒ -4y4 + 7y2 + 3y
The product is = -4y4 + 7y2 + 3y
“.” represents multiplication
Question 5.Divide first polynomial by second polynomial and write the answer in the form ‘Dividend = Divisor × Quotient + Remainder’.
i. x3 – 64; x – 4
ii. 5x5 + 4x4 – 3x3 + 2x2 + 2; x2 – x
Answer:i. The division is as follows:
![](data:image/png;base64,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)
x3-64 = [(x2 + 4x + 16) × (x-4)] + 0
x3-64 = (x2 + 4x + 16) × (x-4)
ii. The division is as follows:
![](data:image/png;base64,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)
5x5 + 4x4 – 3x3 + 2x2 + 2 = [(5x3 + 9x2 + 6x + 8) × (x2-x)] + 8x +2
Quotient = 5x3 + 9x2 + 6x + 8
Remainder = 8x + 2
Question 6.Write down the information in the form of algebraic expression and simplify.
There is a rectangular farm with length (2a2 + 3b2) meter and breadth (a2 + b2) meter. The farmer used a square shaped plot of the farm to build a house. The side of the plot was (a2 - b2) meter. What is the area of the remaining part of the farm?
Answer:Given:
Length of the farm, l = (2a2 + 3b2) m
Breadth of the farm, b = (a2 + b2) m
Side of the square plot, s = (a2 - b2) m
To find: Area of remaining farm
Explain:
Area of Remaining Farm = Area of Rectangle – Area of Square
Area of Rectangle = l × b
= (2a2 + 3b2) × (a2 + b2)
= 2a2.a2 + 2a2.b2 + 3b2.a2 + 3b2.b2
= 2a4 + 5a2b2 + 3b4
Area of Square = s × s
= (a2 - b2) × (a2 - b2)
= a2.a2 – a2.b2 – a2.b2 + b2.b2
= a4 – 2a2b2 + b4
Area of Remaining Part = (2a4 + 5a2b2 + 3b4) – (a4 – 2a2b2 + b4)
= 2a4 + 5a2b2 + 3b4 - a4 + 2a2b2 - b4
= a4 + 7a2b2 + 2b4
Therefore, the area of remaining portion is = a4 + 7a2b2 + 2b4
Use the given letters to write the answer.
i. There are ‘a’ trees in the village Lat. If the number of trees increases every year by ‘b’, then how many trees will there be after ‘x’ years?
ii. For the parade there are y students in each row and x such row is formed. Then, how many students are there for the parade in all?
iii. The tens and units place of a two-digit number is m and n respectively. Write the polynomial which represents the two-digit number.
Answer:
i. Given:
Total number of trees in the village = a
Increase in the number of trees by = b
To find: Number of trees after x years
Number of trees in x years = (a + b) x
ii. Given:
Number of students in each row = y
Number of rows of Students = x
So total number of students = x × y
= xy
iii. For a number in tens place should be multiplied with ten and for the number in units place should be multiplied by one. So the number that can be formed as follows:
Since m is in tens place and n is in units place,
10 × m + 1 × n
10m + n
So the polynomial representing the two digit number is = 10m + n
Question 2.
Add the given polynomials.
i. x3 – 2x2 – 9; 5x3 + 2x +9
ii.
iii. 2y2 + 5; 3y +9; 3y2 – 4y – 3
Answer:
i.
The result = 6x3 – 2x2 + 2x
ii.
The result = 2m4 + 2m3 + 2m2 + 3m – 6 +√2
iii.
The result = 5y2 + 6y + 11
Question 3.
Subtract the second polynomial from the first.
i.
ii. 2ab2 + 3a2b – 4ab; 3ab – 8ab2 +2a2b
Answer:
In the subtraction process, the sign of the subtrahend that is the second polynomial is inverted and then the operation is carried out.
The result = 6x2 + 10x
ii. In the subtraction process, the sign of the subtrahend that is the second polynomial is inverted and then the operation is carried out.
The result = 10ab2 – a2b – 7ab
Question 4.
Multiply the given polynomials.
i. 2x; x2 – 2x
ii. x5 – 1; x3 + 2x3 + 2
iii. 2y + 1; y2 – 2y3 + 3y
Answer:
The multiplication is as follows:
⇒ 2x × (x2 – 2x – 1)
⇒ 2x.x2 – 2x.2x – 2x.1
⇒ 2x2+1 – 4x1+1 – 2x
⇒ 2x3 – 4x2 – 2x
Therefore, the product = 2x3 – 4x2 – 2x
“.” represents multiplication
ii. The multiplication is as follows:
⇒ (x5 – 1) × (x3 + 2x3 + 2)
⇒ x5.x3 + 2x3.x5 + 2.x5 – 1.x3 – 1.2x3 – 1.2
⇒ x5+3 + 2x3 + 5 +2x5 – x3 – 2x3 – 2
⇒ x8 + 2x8 + 5 + 2x5 – x3 – 2x3 – 2
⇒ 3x8 + 2x5 + 3x3 + 3
The product is = 3x8 + 2x5 + 3x3 + 3
“.” represents multiplication
iii. The multiplication is as follows:
⇒ (2y + 1) × (y2 – 2y3 + 3y)
⇒ 2y.y2 – 2y3.2y + 3y.2y + 1.y2 – 1.2y3 + 1.3y
⇒ 2y2+1 – 4y3+1 + 6y1+1 + y2 – 2y3 + 3y
⇒ 2y3 – 4y4 + 6y2 + y2 – 2y3 + 3y
⇒ -4y4 + 7y2 + 3y
The product is = -4y4 + 7y2 + 3y
“.” represents multiplication
Question 5.
Divide first polynomial by second polynomial and write the answer in the form ‘Dividend = Divisor × Quotient + Remainder’.
i. x3 – 64; x – 4
ii. 5x5 + 4x4 – 3x3 + 2x2 + 2; x2 – x
Answer:
i. The division is as follows:
x3-64 = [(x2 + 4x + 16) × (x-4)] + 0
x3-64 = (x2 + 4x + 16) × (x-4)
ii. The division is as follows:
5x5 + 4x4 – 3x3 + 2x2 + 2 = [(5x3 + 9x2 + 6x + 8) × (x2-x)] + 8x +2
Quotient = 5x3 + 9x2 + 6x + 8
Remainder = 8x + 2
Question 6.
Write down the information in the form of algebraic expression and simplify.
There is a rectangular farm with length (2a2 + 3b2) meter and breadth (a2 + b2) meter. The farmer used a square shaped plot of the farm to build a house. The side of the plot was (a2 - b2) meter. What is the area of the remaining part of the farm?
Answer:
Given:
Length of the farm, l = (2a2 + 3b2) m
Breadth of the farm, b = (a2 + b2) m
Side of the square plot, s = (a2 - b2) m
To find: Area of remaining farm
Explain:
Area of Remaining Farm = Area of Rectangle – Area of Square
Area of Rectangle = l × b
= (2a2 + 3b2) × (a2 + b2)
= 2a2.a2 + 2a2.b2 + 3b2.a2 + 3b2.b2
= 2a4 + 5a2b2 + 3b4
Area of Square = s × s
= (a2 - b2) × (a2 - b2)
= a2.a2 – a2.b2 – a2.b2 + b2.b2
= a4 – 2a2b2 + b4
Area of Remaining Part = (2a4 + 5a2b2 + 3b4) – (a4 – 2a2b2 + b4)
= 2a4 + 5a2b2 + 3b4 - a4 + 2a2b2 - b4
= a4 + 7a2b2 + 2b4
Therefore, the area of remaining portion is = a4 + 7a2b2 + 2b4