Question

how many non perfect square numbers exist between 78^2 and 79^2​

Answer 1

Answer:

srry don't know but wanna friend

Answer 2

Step-by-step explanation :

We are given two consecutive numbers squared (78² and 79²). We need to find the number of non perfect square numbers between the squares of 78 and 79.

Concept :

There are 2n non perfect square numbers between the squares of n and (n+1).

Solution :

Here,

→ n = 78

→ n + 1 = 79

Non perfect square numbers between 78² and 79²

= 2n

= 2 × 78

= 156

There are 156 non perfect square numbers between 78² and 79².