In the following number series,only one numbe | vedclass

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Question

(B) The pattern follows the rule: $n_{i} 	imes (8-i) - (8-i)$,where $i$ is the step index starting from $1$.Step $1$: $18 	imes 7 - 7 = 126 - 7 = 11

Vedclass · Accepted Answer

$3534$

Vedclass · Answer

(B) The pattern follows the rule: $n_{i} 	imes (8-i) - (8-i)$,where $i$ is the step index starting from $1$.Step $1$: $18 	imes 7 - 7 = 126 - 7 = 119$Step $2$: $119 	imes 6 - 6 = 714 - 6 = 708$Step $3$: $708 	imes 5 - 5 = 3540 - 5 = 3535$Step $4$: $3535 	imes 4 - 4 = 14140 - 4 = 14136$Step $5$: $14136 	imes 3 - 3 = 42408 - 3 = 42405$Comparing the calculated values with the given series,$3534$ is incorrect as it should be $3535$.

In the following number series,only one number is wrong. Find out the wrong number.
$18 \quad 119 \quad 708 \quad 3534 \quad 14136 \quad 42405$

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In the following number series,only one number is wrong. Find out the wrong number.$18 \quad 119 \quad 708 \quad 3534 \quad 14136 \quad 42405$