32 workers can complete a work in 84 days. How many workers will complete the same work in
48 days ?
Answers
Answer:
we need 56 workers to complete the
same work in 48 days..
Step-by-step explanation:
given that
M1=32., M2 =?
D1=84. D2 = 48
by the formula,
M1*D1=M2*D2
32*84=M2*48
32*84/48=M2
4*84/6-M2
4*14=M2
56=M2.
there fore number of workers required to
do same work in 48 days = 56 men...
hope this will help you...❣️❣️
Answer:
56 workers will be required to complete the work in 48 days.
Step-by-step explanation:
It is given that 32 workers can complete a work in 84 days.
We have to find how many workers are required to complete the work in 48 days.
W₁ = 32, D₁ = 84, D₂ = 48, W₂ =?
The work done by 32 workers in 84 days and by W₂ in 48 days will be equal.
Therefore,
W₁ × D₁ = W₂ × D₂
Substituting the given values, we get
32 × 84 = W₂ × 48
W₂ = 2688/48
W₂ = 56
Therefore, 56 workers will complete the same work in 48 days.
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