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Re: If 12 men and 16 women can do a piece of work in 5 days and 13 men and
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11 Apr 2022, 09:35
4
1
Bookmarks
Solution with explanation It’s a time work based General and-and related math Efficiency of Man and Women (12M+16W)*5=(13M+24W)*4 60M+80W=52M+96W 8m=16W M:W=2:1 Now, (12*2+16*1)*5=(7*2+10*1)*D 200=24D D=8.333 (Answered)
Re: If 12 men and 16 women can do a piece of work in 5 days and 13 men and
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03 Jul 2024, 21:42
adewale223 wrote:
Alternatively
Let rate of one man be x and that of one woman be y
12x + 16y = 1/5...........1
13x + 24y = 1/4.............2
y = 1/200, x = 1/100
Let days required for 7 men and 10 women do job be d
0.12 = 1/d
d = 8.3333
Answer C
Adewale Fasipe, quant instructor from Lagos Nigeria.
In the 2 equations, I tool RHS as 5 and 4 instead of 1/5 and 1/4, and ended up getting y<0. But I'm not sure why did I do that? adewale223, could you pls help.
Re: If 12 men and 16 women can do a piece of work in 5 days and 13 men and
[#permalink]
03 Jul 2024, 23:41
1
Jeeth15 wrote:
adewale223 wrote:
Alternatively
Let rate of one man be x and that of one woman be y
12x + 16y = 1/5...........1
13x + 24y = 1/4.............2
y = 1/200, x = 1/100
Let days required for 7 men and 10 women do job be d
0.12 = 1/d
d = 8.3333
Answer C
Adewale Fasipe, quant instructor from Lagos Nigeria.
In the 2 equations, I tool RHS as 5 and 4 instead of 1/5 and 1/4, and ended up getting y<0. But I'm not sure why did I do that? adewale223, could you pls help.
If you take take the sums as 5 and 4 in the two equations, they wont correspond because the sums represent rate, so what they equals to has to be rate as well.
gmatclubot
Re: If 12 men and 16 women can do a piece of work in 5 days and 13 men and [#permalink]