Question

Find the quadratic equation with the sum of product of its zeros respectively 0, root 5

Answer 1

let one zero =X

let another zero=Y

it is given that...............

X+Y= 0

and

XY=root5

now,

by the formula of quadratic equation

=K (x2+ (x+y)x-(xy))

=k(x2+0x-root5

=k (x2-root5)

now k=1

so,

the answer will be

(((((x2-root5))

this is the required answer...

thanks for watching.

Answer 2

Sum of zeroes=0

Product of zeroes=√5

polynomial=x^2-(sum of zeroes)x+product of zeroes...

=x^2-(0)x+√5

=x^2-0+√5

=x^2+√5

This is a required answer to all...

So please add this as brainlist.....