$76$ ladies completer a job in $33$ days. Due to some reason some ladies did not join the work and therefore it was completed in $44$ days. The number of ladies who did not report for the work is

17

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19

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Solution

The correct option is C $19$
Work requires $76 \times 33 = 2508$ days
Let $x$ ladies not report for work.
Then $(76 - x) \times 44 = 2508$
$\Rightarrow 76 - x = \frac{2508}{44} = 57$
$\Rightarrow x = 76 - 57 = 19$
Therefore, the number of ladies who did not report for the work are $19$ .

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76 ladies completer a job in 33 days. Due to some reason some ladies did not join the work and therefore it was completed in 44 days. The number of ladies who did not report for the work is

The correct option is C 19Work requires 76×33=2508 daysLet x ladies not report for work.Then (76−x)×44=2508⇒76−x=250844=57⇒x=76−57=19Therefore, the number of ladies who did not report for the work are 19.

$76$ ladies completer a job in $33$ days. Due to some reason some ladies did not join the work and therefore it was completed in $44$ days. The number of ladies who did not report for the work is

The correct option is C $19$
Work requires $76 \times 33 = 2508$ days
Let $x$ ladies not report for work.
Then $(76 - x) \times 44 = 2508$
$\Rightarrow 76 - x = \frac{2508}{44} = 57$
$\Rightarrow x = 76 - 57 = 19$
Therefore, the number of ladies who did not report for the work are $19$ .