Question

if αand βare the zeroes of the quadric polynomial f(x)=ax^2+bx+c then evaluate α^3+β^3
​

Answer 1

Answer:

Step-by-step explanation:

Hello friend your answer is

α and β are the zeros then Ax²+Bx+C

α-β find..

Sum of zeroes = α+β

-b/a=

-B/A

Product of zeroes =c/a

C/A

now α-β=(α-β)²=(α+β)²-4αβ

use this identity

=-B/A-4C/A

-B/A-4C/A

-B-4C/A

α-β=√-B-4C/A

I hope it helps your

Answer 2

Answer:

pleasee mark me brainlist