Question

. A quadratic polynomial
whose one zero is 5 and
product of zeroes is O is. (Read
x^2 as.... X square​

Answer 1

Step-by-step explanation:

given one zero=5

product of zeroes=0. that is (alpha)(beta)

Let the zeroes of the polynomial be x and y.

x=5

xy=0

there fore, y=0

So, the required polynomial with zeroes x and y is

x^2 -(5+0)x +(5*0) =0

x^2-5x+0 =0

there fore: x^2-5x=0

{ read x^2 as x square and ( * ) as into i.e multiplication }