Question

32 workers can complete a work in 84 days. how many workers will complete the same work in 48 days

Answer 1

56 workers will be required to complete the work in 48 days.

Given,

32 workers can complete work in 84 days.

To Find,

The number of workers requires to complete the same work in 48 days.

Solution,

The formula used in such problems is

M₁*D₁ = M₂*D₂

where,

M₁ and M₂ are the numbers of workers

D₁ and D₂ are the numbers of days in which a task is completed.

In this question

M₁ = 32, D₁ = 84, and D₂ = 48

Now,

32*84 = 48*M₂

M₂ = 32*84/48

M₂ = 56

Hence, 56 workers will be required to complete the work in 48 days.

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Answer 2

Answer:

56 workers will complete the same work in 48 days.

Step-by-step explanation:

As per the data given in the question,

We have,

32 workers can complete a work in 84 days.

So, no of workers that will complete the same work in 48 days

The formula used is:

$M1\times D1 = M2\times D2$

where M1,M2 are no. of workers

and D1,D2 are no. of days

putting values,

$32\times84=M2\times48\\M2=56$

So, no of workers required are 56.

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