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  1. 5 men are equal to as many women as are equal to 8 boys. All of them together earn Rs 90 daily. A man’s wage is

Options:
A .  Rs 4 
B .  Rs 5
C .  Rs 6
D .  Rs 7
Answer: Option C
Let the daily wage of a man, a woman, and a boy be m, w, and b, respectively.
From the given statement, we can form the following equations:
5m = w (because 5 men are equal to as many women)w = 8b (because as many women are equal to 8 boys)
Substituting the second equation in the first, we get:
5m = 8b
Or, m = (8/5)b
Now, we can write the total daily wage as:
5m + w + 8b = 90
Substituting the value of w from the second equation, we get:
5m + 8b + 8b = 90
Or, 5m + 16b = 90
Substituting the value of m from the earlier equation, we get:
5(8/5)b + 16b = 90
Or, 8b + 16b = 90
Or, 24b = 90
Or, b = 90/24 = 15/4
Substituting the value of b in the equation for m, we get:
m = (8/5) x (15/4) = 6
Therefore, the daily wage of a man is Rs 6, which is option (C).

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1 Comments

let x women are there.
but in the given question 5m=xw=8b
so the amount 90 should be distributed equally among them.
90/3=30 for men,women and boys also.
as 5men are there
so each men will get 30/5=Rs 6/-

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