Question

Which one is a zero of polynomial x square + x

Answer 1

Given equation

$x^{2} +x=0$

Solving , we get,

$x^{2} +x=0\\\implies x(x+1) = 0$

Now,

$\boxed{\bold{x = 0}}$

$x+1=0\\\implies \boxed{\bold{x=-1}}$

$\boxed{\boxed{\bold{Therefore, \ zeroes \ of \ polynomial \ are \ 0 \ and \ -1}}}}$

                                                     

Answer 2

$</p><p>\tt{\red{Given \: - f(x) = {x}^2 + x }}$

Solving we get x = 0 or -1.

Hence the Zeroes of the polynomial are 0 and -1.