Question

how many natural numbers are there between n square and (n+1) square

Answer 1

Answer:

their are 36 natural numbers are their between n square and (n+1) square.

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Answer 2

There are 2n natural numbers between $n^{2}$ and $(n+1)^{2}$.

• We get the answer has 2n by the following steps.
• $((n+1)^{2}-n^{2})-1 = (n^{2}+1+2n-n^{2})-1 = (1+2n-1) = 2n$
• In the above equation, we have used basic algebraic method to solve and got the answer as 2n.

• Here the answer 2n is a non-perfect square which means its square roots are not perfect.
• Natural Numbers: These are positive whole numbers including zero.

• Natural numbers are also called counting numbers as they are even used for counting.