Find the next number in the series: 121, 144, | vedclass

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Question

(B) The series is composed of squares of numbers following a specific pattern:$11^2 = 121$$12^2 = 144$$17^2 = 289$$18^2 = 324$$23^2 = 529$$24^2 = 576$

Vedclass · Accepted Answer

$841$

Vedclass · Answer

(B) The series is composed of squares of numbers following a specific pattern:$11^2 = 121$$12^2 = 144$$17^2 = 289$$18^2 = 324$$23^2 = 529$$24^2 = 576$Observe the base numbers: $11, 12, 17, 18, 23, 24, ...$The pattern of the base numbers is: $(11, 12), (17, 18), (23, 24), ...$Here,$17 - 11 = 6$ and $23 - 17 = 6$.The next base number should be $23 + 6 = 29$.The following number in the series will be $29^2 = 841$.

Find the next number in the series: $121, 144, 289, 324, 529, 576, ...$

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