Math, asked by elizabeth4, 10 months ago

find the quadratic polynomial whose zeros are -3 and 2​

Answers

Answered by divsaraswat1p7owmi
4

Answer:

the attachment will help you

Step-by-step explanation:

Mark it as brainliest

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Answered by ravgersid555
6

Answer:

form of a quadratic equation in terms of zeroes is :

K[ x² - ( α+β)x+αβ]

let α= (-3) and β=2

⇒ K[x²-((-3)+2)x+ ( -3)(2)]

⇒K [ x² - (-1)x +(-6)]

⇒K [ x² + x-6]

let K=1,

∴ required polynomial is x²+x-6


divsaraswat1p7owmi: its not right
ravgersid555: it is the correct answer.
divsaraswat1p7owmi: no
divsaraswat1p7owmi: silly mistake in multiplication
divsaraswat1p7owmi: -3*2=-6 not 6
divsaraswat1p7owmi: now you got it
divsaraswat1p7owmi: :-D Shame bhai
ravgersid555: I have written -6 bhai
ravgersid555: dhyan se dekh
divsaraswat1p7owmi: Ae bhai zara dekh ke chalo agge bhi par piche bhi upar hi nhi niche bhi ae bhai
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