Question

find the sum of squares of first 100 natural numbers

Answer 1

Answer:
Sum of squares of first 100 natural numbers is 1015050


Explanation:
We know that,
Sum of first n natural numbers is,
$s( {n}^{2} ) = \frac{n}{2} \times (n + 1) \times (2n + 1)$
Hence,
S(100²) = 100/2 ×(100+1)×(2×100+1)
. =50×101×201
. =1015050

Note:
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