if 6men and 8women can finish a piece of work in 86days. same work finish 10 men and 14 womens in how many days
Answers
Answered by
3
Answer:
It will take approximately 63 days to do so.
Step-by-step explanation:
Since we have given that
Number of woman = 6
Number of men = 8
Number of days = 86
If the number of woman = 7
number of men = 5
Then, we need to find the number of days,
\begin{gathered}\dfrac{6W\times 8M}{86}=\dfrac{7W\times 5M}{x}\\\\\dfrac{48}{86}=\dfrac{35}{x}\\\\48x=86\times 35\\\\x=\dfrac{3010}{48}=62.70\end{gathered}
86
6W×8M
=
x
7W×5M
86
48
=
x
35
48x=86×35
x=
48
3010
=62.70
Hence, it will take approximately 63 days to do so.
# learn more:
If 6 men or 8 women can reap a field in 86 days, how long will 14 men and 10 women take to
Answered by
2
Answer:
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