Question

Find the quadratic polynomial whose sum of zero is -√2 and the product of zero is-6

Answer 1

Answer:

As we know the sum of zeroes ⇒ ∝+β = -b/a

and the product of zeroes ⇒ ∝*β= c/a

and we have equation ax²+ bx +c =0

now divide this eq. by a you wil get

x²-(-bx/a)+ c/a=0    [here we did +bx/a = -(-bx/a)] we can write it so

b/a= √2

and c/a= -6

we will get

x²-√2 x-6=0  ans.

Step-by-step explanation: