Question

1. How many non-square numbers are there between m2 and (m+1)2 ?

Answer 1

Answer:

both m^2 and (m+1)^2 are perfect square number and they are consecutive perfect squares

All the numbers between them are non perfect square

Step-by-step explanation:

numbers between m^2 and (m+1)^2 are

(m+1)^2-m^2=1

m^2+2m+1-m^2-1=2m

There are 2n non perfect square numbers