In each of the following questions,a number s | vedclass

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(A) The pattern in the original series is as follows:$582 - 2^3 = 582 - 8 = 574$$574 + 3^3 = 574 + 27 = 601$$601 - 4^3 = 601 - 64 = 537$$537 + 5^3 = 5

Vedclass · Accepted Answer

$284$

Vedclass · Answer

(A) The pattern in the original series is as follows:$582 - 2^3 = 582 - 8 = 574$$574 + 3^3 = 574 + 27 = 601$$601 - 4^3 = 601 - 64 = 537$$537 + 5^3 = 537 + 125 = 662$$662 - 6^3 = 662 - 216 = 446$Applying the same pattern to the second series starting with $204$:$(a) = 204 - 2^3 = 204 - 8 = 196$$(b) = 196 + 3^3 = 196 + 27 = 223$$(c) = 223 - 4^3 = 223 - 64 = 159$$(d) = 159 + 5^3 = 159 + 125 = 284$Thus,the value at $(d)$ is $284$.

$582$	$574$	$601$	$537$	$662$	$446$
$204$	$(a)$	$(b)$	$(c)$	$(d)$	$(e)$

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