$Q2 Find the quadratic Polynomial, the sum of whose zeros is root 2, and then the product is -12. Hence find the zeroes of the polynomials.$

Q2 Find the quadratic Polynomial, the sum of whose zeros is root 2, and then the product is -12. Hence find the zeroes of the polynomials.

Update: 2020-09-22

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This podcast is a part of a series for, CBSE Class 10 Maths. We recommend that you take a look at our YouTube channel, to enter this new world of virtual learning at its best. || Youtube: Shiksha Abhiyan || t.ly/dN9j8 ||

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$Q9 Find the Cubic polynomial whose zero are given 3 1/2 and -1$

Q9 Find the Cubic polynomial whose zero are given 3 1/2 and -1

2020-09-2203:38

$Q8 if the zero of polynomial X cube - 3xsquare + 1 are (a-b), a,(a+b) Find A and B$

Q8 if the zero of polynomial X cube - 3xsquare + 1 are (a-b), a,(a+b) Find A and B

2020-09-2202:57

$Q7 Find the cubic polynomial with the sum, sum of the product of its zero taken two at a time and zero as2, -7, -14 respectively.$

Q7 Find the cubic polynomial with the sum, sum of the product of its zero taken two at a time and zero as2, -7, -14 respectively.

2020-09-2203:00

$Q6 Verify that 3 - 1,-1 divide by 3 are the zero of cubic polynomial p(x) = (3x2-5x2-11x-3) and verify relation between it's zero and coefficients$

Q6 Verify that 3 - 1,-1 divide by 3 are the zero of cubic polynomial p(x) = (3x2-5x2-11x-3) and verify relation between it's zero and coefficients

2020-09-2204:29

$Q5 Find the quadratic polynomial whose zeros are 1 and -3. Verify the relation between coefficient and zero of the polynomial.$

Q5 Find the quadratic polynomial whose zeros are 1 and -3. Verify the relation between coefficient and zero of the polynomial.

2020-09-2202:50

$Q4 If one of the zero of the polynomial (a square + 9) X square +13X +6a is reciprocal of other. Find the value of A$

Q4 If one of the zero of the polynomial (a square + 9) X square +13X +6a is reciprocal of other. Find the value of A

2020-09-2202:42

$Q3 If the product of Zero of Polynomial (ax square - 6x6) is 4. find the value of A$

Q3 If the product of Zero of Polynomial (ax square - 6x6) is 4. find the value of A

2020-09-2201:51

$Q2 Find the quadratic Polynomial, the sum of whose zeros is root 2, and then the product is -12. Hence find the zeroes of the polynomials.$

Q2 Find the quadratic Polynomial, the sum of whose zeros is root 2, and then the product is -12. Hence find the zeroes of the polynomials.

2020-09-2202:58

$Q1 Find the quadratic polynomial, the sum, and the product of whose zeros are -5 and -6 respectively.$

Q1 Find the quadratic polynomial, the sum, and the product of whose zeros are -5 and -6 respectively.

2020-09-2202:21

00:00

$Q2 Find the quadratic Polynomial, the sum of whose zeros is root 2, and then the product is -12. Hence find the zeroes of the polynomials.$

Q2 Find the quadratic Polynomial, the sum of whose zeros is root 2, and then the product is -12. Hence find the zeroes of the polynomials.

#box-pro-ellipsis-176101819254213{-webkit-line-clamp:2;}Q2 Find the quadratic Polynomial, the sum of whose zeros is root 2, and then the product is -12. Hence find the zeroes of the polynomials.

Q2 Find the quadratic Polynomial, the sum of whose zeros is root 2, and then the product is -12. Hence find the zeroes of the polynomials.

Shiksha Abhiyan

Q2 Find the quadratic Polynomial, the sum of whose zeros is root 2, and then the product is -12. Hence find the zeroes of the polynomials.