Question

Find the quadratic polynomial whose sum and product of zeros repectively 0 and 11

Answer 1

Hi there !!

$\alpha + \beta = 0 \\ </em></p><p></p><p><em> \\ \alpha \beta = 11$

Quadratic formed = k(x²-S(x)+P)

We put sum and product of alpha and beta in formula to form quadratic polynomial.

=k(x²+11)

where k is non-constant

Thankyou :)