$11^{3}$ can be represented as a sum of how many consecutive odd numbers?

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Solution

The correct option is C
11

$11^{3}$ cab be represented as a sum of 11 consecutive odd numbers, with $11^{2}$ = 121 being the mean number.

111+113+115+117+119+121+123+125+127+129+131 = 1331

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