Question

in division fact p (x)=g(x) .q(x)+r(x). if g(x) =q(x) and r(x) =0. show that p(x) is a perfect square.​

Answer 1

Answer:

division fact p (x)=g(x) .q(x)+r(x). if g(x) =q(x) and r(x) =0. show that p(x) is a perfect square.

Answer 2

Since,

r(x) = 0

p(x) = q(x) g(x) + 0

p(x) = q(x) q(x) [g(x) = q(x)]

p(x) = [q(x)] square

So p(x) is perfect square of q(x)