If the value of two solutions of a quadratic equation are respectively : (-3) and 7 then form the quadratic equation About the author Mia

Question If the value of two solutions of a quadratic equation are respectively : (-3) and 7 then form the quadratic equation Answer. k(x^2-(a+B)x+(aB) two values are -3 and 7 sum of zeroes -3+7=4 product of zeros -3*7=-21 now out the value in k(x^2-(a+B)x+(aB) k(x^2-(a+B)x+(aB) k(x^2-(4)x+(-21). here, k € constant equation formed. x^2-4x-21 Thanks Hope its helpful Reply

## Question

If the value of two solutions of a quadratic equation are respectively : (-3) and 7 then form the quadratic equation

## Answer.

k(x^2-(a+B)x+(aB)

two values are -3 and 7

sum of zeroes

-3+7=4

product of zeros

-3*7=-21

now out the value in k(x^2-(a+B)x+(aB)

k(x^2-(a+B)x+(aB)

k(x^2-(4)x+(-21). here, k € constant

## equation formed. x^2-4x-21

## Thanks

Hope its helpful