(D) The pattern follows the addition and subtraction of consecutive cubes starting from $1^3$:$112 - 1^3 = 112 - 1 = 111$$111 + 2^3 = 111 + 8 = 119$$1

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(D) The pattern follows the addition and subtraction of consecutive cubes starting from $1^3$:$112 - 1^3 = 112 - 1 = 111$$111 + 2^3 = 111 + 8 = 119$$119 - 3^3 = 119 - 27 = 92$$92 + 4^3 = 92 + 64 = 156$$156 - 5^3 = 156 - 125 = 31$$31 + 6^3 = 31 + 216 = 247$Therefore,the next number is $247$.

Competitive Quantitative Aptitude Number Series Number Series

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$112, 111, 119, 92, 156, 31, ?$

A
$1375$
B
$287$
C
$387$
D
$247$

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$112, 111, 119, 92, 156, 31, ?$

Similar Questions

Find out the odd number from the given sequence: $12, 16, 18, 22, 25, 28$.

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