6. Form a quadratic polynomial whose one of the zeroes is +15 and sum of the zeroes
is 42.
Answers
Answered by
1
Sum of zeroes= 15
Product of zeroes = 42
So by formula,
x^2-(Sum of zeroes)x+(Product of zeroes).
x^2-15x+42. this is the answer.
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AdiRe:
thnx buddy
Answered by
1
hey, here is your answer
let, alpha and beta are roots of quadratic equation.
therefore, quadratic equation becomes x^2 - (alpha +beta) x + alpha × beta
given that, alpha + beta = 42
and alpha = 15
therefore, beta = 42 - 15
= 27
therefore, alpha × beta = 405
therefore, quadratic equation -------
x^2- 42x + 405
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