find the quadratic equation whose sum and product of zeros are -3 and

1.	find the quadratic equation whose sum and product of zeros are -3 and 2 respectively
Answer» We have given that sum of zeroes(S)= -3 and product of zeroes(P) = 2 so the quadratic polynomial p(x)= k(x² - Sx +P) p(x) = k(x² - (-3)x + 2) p(x) = k(x² + 3x + 2) where k is any non-zero real number

find the quadratic equation whose sum and product of zeros are -3 and 2 respectively

Answer»

We have given that sum of zeroes(S)= -3

and product of zeroes(P) = 2

so the quadratic polynomial p(x)= k(x² - Sx +P)

p(x) = k(x² - (-3)x + 2)

p(x) = k(x² + 3x + 2)

where k is any non-zero real number

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find the quadratic equation whose sum and product of zeros are -3 and 2 respectively

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