Math, asked by priyahariharchamp, 1 year ago

form a quadratic polynomial whose one of the zeroes is -15 and sum of the zeroes is 42

Answers

Answered by manijoshi
10
sum of zeroes = -15
product of zeroes = 42
using the formula
x^2 - (sum of zeroes)x + (product of zeroes)
x^2 - (-15)x + (42)
x^2 + 15x + 42

hhh24: product is one given one of the roots is given
priyahariharchamp: one of the zeroes is given
priyahariharchamp: not the product right!!
hhh24: yes
hhh24: -15 and sum is 42. other zero=62
priyahariharchamp: ya
priyahariharchamp: so ur sol. is according to that?/
hhh24: yes
priyahariharchamp: and how is other zero 62??
Answered by hhh24
2
 alpha = - 15 \\ beta = \alpha + \beta - \alpha = 47 - ( - 15) = 62 \\ (x - \alpha )(x - \beta )  \\ (x - 62)(x + 15) \\ {x}^{2} - 47x + 930

priyahariharchamp: sum is 42 nq
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