Work and Wages
Work and Wages problems are simpler to solve in quantitative aptitude.
Money earned by a person for a certain work is called wage of the person for that work.
Points to remember
- Wages are directly proportional to the work done. That means more work – more money.
- Wages are inversely proportional to the time taken to complete the work. That means more time – less money.
Work and Wages problems can be understood by examining some solved examples.
Example
Mayank can do a piece of work in 3 days while Sanjay can do the same work in 4 days. The wage for the full work is Rs 350. If they both work together to complete the work then find the earnings of Mayank and Sanjay.
Sol:
Sol:
See Example
Shahrukh alone can finish a work in 4 days while Salman alone can finish it in 6 days. If they both work together to finish it, then out of total wages of 18000, what will be the 20% of Shahrukh’s share?
Sol:
Sol:
Example
Rahul, Rohit and Rohan can do a piece of work in 3, 4 and 6 days, respectively. Doing that work together, they get an amount of 675 rupees. What is the share of Rohan in that amount.
Sol:
Sol:
Example
Sunil can do a piece of work in 2 days while Saurav can do it in 3 days. They work together for a day and rest of the work is done by Sachin in 1 day. If they get 1800 rupees for the whole work then find the wage of Sachin.
Sol:
Sol:
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