8, 108, 189, 253, 302, ?, 363 | vedclass

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Question

(C) The pattern of the series is based on adding the squares of consecutive descending integers starting from $10^2$:$8 + 10^2 = 8 + 100 = 108$$108 +

Vedclass · Accepted Answer

$338$

Vedclass · Answer

(C) The pattern of the series is based on adding the squares of consecutive descending integers starting from $10^2$:$8 + 10^2 = 8 + 100 = 108$$108 + 9^2 = 108 + 81 = 189$$189 + 8^2 = 189 + 64 = 253$$253 + 7^2 = 253 + 49 = 302$$302 + 6^2 = 302 + 36 = 338$$338 + 5^2 = 338 + 25 = 363$Thus,the missing number is $338$.

$8, 108, 189, 253, 302, ?, 363$

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