1 Answers

Option 3 : 371⁄2 days

Formula used:

Time is taken = Total work/Efficiency

Calculation:

A completes (4/5)th of the work in 20 days

The whole completed by A in (20 × 5)/4 = 25 days

Remaining work = 1 - (4/5) = 1/5

(1/5) of the work done by A and B in 3 days

Whole work completed by A and B in (3 × 5) = 15 days

Now, 1-day work of B alone = (1/15) - (1/25)

⇒ 2/75

The whole work is done by B alone = 75/2 days

∴ The total number of days taken by B alone to do work is 371⁄2 days

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