Question

A number "p" exists such that it is the
square of a number "q". If "p"> 400,
"q" can be any number greater than​

Answer 1

Answer:

given, p=q^2

so q=√p

if p>400

taking square roots both sides,

√p>√400

q>200 [√p=q]

so, q can be any number greater than 200