If 3 men or 4 women can earn Rs. 480 in a day, find how much will 6 men and 11 women earn in a day?
Answers
Explanation:
SOLUTION
Earning of 3 men = earning of 4 women
=> Earning of 1 man = earning of 4/3 women
=> Earning of 6 men = earning of (4/3 × 6) women = earning of 8 women.
=> Earning of 6 men and 11 women = earning of (8 + 11) women = earning of 19 women.
Let 6 men and 11 women i.e. 19 women earn ₹x in a day.
Note that,
more women will earn more per day.
SO,
it is a case of direct variation.
=> 4/480 = 19/x
=> 4x = 19 × 480
=> x = 480 × 19/4
=> x = 2280
Hence,
6 men and 11 women will earn. ₹2280 in a day.
Answer:
2440 in a day.
Step-by-step explanation:
Given here...
3 men earn in a day = 480
so...
1 men earn in a day = 480/3 = 160
Also give here...
4 women earn in a day = 480
SO...
1 women earn in a day = 480/4 = 120
so finally..
1 man earn in a day = 160
1 women earn is a day = 120
The questioner in question is asking about earning in 1 day by 7 men and 11 women together, then the earnings of 7 men and 11 women will be as per the earnings made per day per man and per woman given above...
160 x 7 = 1120
and
120 x 11 = 1320
= 1120 + 1320 =
2440
So 7 men and 11 women together will
earn 2440 a day.
Explanation:
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