Question

how many non square natural numbers are there betwwen 33 square and 34 square

Answer 1

using 2n formula u can do . this prbm

Answer 2

Answer:

62 non perfect square numbers are there between 31 square and 33 square

Step-by-step explanation:

The number of non square numbers between n^2 and (n+1)^2 is 2n

Here,

n = 31

and n + 1 = 31+32

Number of natural numbers lie between 31^2 and 33^2 is given by,

2n=2*31

2n=62

Therefore, 62 non perfect square numbers are there between 31^2and 33^2

don't thank me i googled it