Three men earn as much as 4 women, 4 women earn as much as 6 boys and 8 boys earn as much as 10 girls. If a girl earns rs 40 a day, then the earning of a man would be
Answer: Rs 100
Explanation
Solve using variables from Man to boys and then put values
Three men earn as much as 4 women
=> 1 man earns = 4343 women
4 women earn as much as 6 boys
=> 1 woman earns = 6464 boys
=> 1 man earns = 4343 women = 4343 * 6464 boys = 2 boys
8 boys earn as much as 10 girls
=> 1 boy earns = 108108 girls = 5454 girls = 5454 * Rs40 = $50
=> 1 man earns = 2 boys = 2* Rs50 = Rs100
This question appeared in
Past Papers (2 times)
FPSC Past Papers (1 times)
IB Assistant Director Past Papers (1 times)
This question appeared in
Subjects (1 times)
MATHS MCQS (1 times)
Related MCQs
- Six men earn as much as 7 women, 2 women as much as 3 boys and 4 boys as much as 5 girls. If a girl earns Rs.400.00 a week what does a man earn in a day.
- A, B and C together earn Rs. 150 per day while A and C together earn Rs. 94 and B and C together earn Rs. 76. They daily earning of C is _____?
- Choose the correct sentence. They are independent women, they earn money themself, They are independent women, they earn money themselves
- According to a report, women in health sector earn __________ less than men.
- A worker earns Rs.4.00 per hour. On a day that he works from 9:30 a.m. to 3:00 p.m., how much will he earn?
- 14 persons earn Rs. 400 in 10 days. How many persons are required to earn Rs. 600.
- A classroom has equal number of boys and girls. While girls left to play kho-kho, leaving twice as many boys as girls in the classroom. What was the total number of girls and boys present initially?
- A total of 3000 chocolates were distributed among 120 boys and girls such that each boy received 2 chocolates and each girl received 3 chocolates. Find the respective number of boys and girls?
- Ali earns rs 7500 in 2 weeks what will he earn in 2 days if he works 6 days a week?
- In the examination, 900 candidates were boys and 1100 were girls. If the 32% of the boys and 38% of the girls passed the the examination, the total percentage (of the boys and girls together) of candidates that failed will be?
