find the quadratic polynomial whose zeros are - 2 and 7 respectively
Answers
Answered by
47
The required quadratic polynomial
= x² - (sum of roots)x + product of roots
= x²-(-2+7) x +(-2)(7)
= x²-5x-14
Hope it helps u : )
= x² - (sum of roots)x + product of roots
= x²-(-2+7) x +(-2)(7)
= x²-5x-14
Hope it helps u : )
Answered by
19
hello frnd here's the answer to the given question
alpha is -2 and beta is 7
so for finding equation x^2- ( alpha + beta ) x + alpha*beta
alpha+ beta is -2+7=5
alpha*beta is-14
x^2-5x-14 is the quadratic polynomial
hope ull get the answer to the given question and mark as brainliest one.....✌✌✌✌
alpha is -2 and beta is 7
so for finding equation x^2- ( alpha + beta ) x + alpha*beta
alpha+ beta is -2+7=5
alpha*beta is-14
x^2-5x-14 is the quadratic polynomial
hope ull get the answer to the given question and mark as brainliest one.....✌✌✌✌
Similar questions