Question

Find the quadratic polynomial whose one of the two zeroes is 2 route3

Answer 1

Hi friend!!

Quadratic polynomial whose zeros are 2√3 and -2√3 is

(x-2√3)(x+2√3)

=x²+2√3x-2√3x-12

=x²-12

I hope this helps you ;)

Answer 2

Answer:

x2-x-12

Step-by-step explanation:

one of the zero which is given is 2 root 3

alpha -(2 route 3)

beta -(-2 route 3)

**sum of the zeros

•alpha + beta =-b/a

•2 route 3+(-2 route 3)=-b/a

-b/a will equal to 1_________(1)

**product of the zeros

(2 route 3)(-2 route 3) =c/a

-12=c/a________(2)

b=-1, a=1, c=-12

to form the equation

** ax2 +bx+c

x2 - x - 12

answer is---- x2-x-12

hope it helps you if yes then please math it as brainliest