Question

find a quadratic polynomical whose sum of the zeros and product of zero are given . -2√3, -9​

Answer 1

Answer:

sum of zeroes = -2√3

product of zeroes = -9

quadratic equation =

→x²-(sum of zeroes)+(product of zeroes)

→ x²+2√3-9 this is required polynomial.

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Answer 2

Yo✌️

Your Ans ⤵️.

{S}= -2√3

{P} = -9

p(x) = K{x^2-(S)+(P)}

p(x) = K{x^2-(-2√3)+(-9)

p(x) = K { x^2+2√3-9}

p(x) = x^2+2√3-9

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