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Question
How many integers lie between squares of 99 and 100?
How many integers lie between squares of 99 and 100?
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Solution
The correct option is B 198
There exist 2n non-square numbers between the squares of n and (n + 1).
Given, n = 99 and (n + 1) = 100
Therefore, 2n = 2(99) = 198
So, 198 numbers lie between the squares of 99 and 100.
There exist 2n non-square numbers between the squares of n and (n + 1).
Given, n = 99 and (n + 1) = 100
Therefore, 2n = 2(99) = 198
So, 198 numbers lie between the squares of 99 and 100.
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