# Time and Work Type 7 (Tricky Approach) Study Notes

## Time and Work Type 7 (Tricky Approach)

### Example 12: . A,B and C can finish one work in 12, 15, 20 days respectively. All three of them together start work together, for which they get Rs. 72000 / - then find out the share of the B.

• Start Problem Same As Previous Examples, Find The Individual Efficiency Of A,B And C. • Divide 72000 Rs Among A,B And C In The Ratio Of Their Efficiency Ie; 5 : 4: 3 ### Example 13: A Alone Can Do A Piece Of Work In 6 Days And B Alone 8 Days. A And B Undertook To Do It For Rs.3200. With The Help Of C, They Completed The Work In 3 Days. How Much Is To Be Paid To C? (Hint : First Find The Efficiency Of A,B And C Then Divide In That Ratio) Time and Work Type 7 (Tricky Approach)Example 12: . A,B and C can finish one work in 12, 15, 20 days respectively. All three of them together start work...
Jun 8th 2019 TIME AND WORK TYPE 1This chapter is based on the concept of direct and inverse variations. We need to understand relation among time, work done and number...
Jun 8th 2019 Time and Work Type 6 (Tricky Approach)Example 10: . A can do 2/5 of any work in 6 days and B can do 1/3 part of the work in 10 days then both of them...
Jun 8th 2019 Time And Work Type 2This chapter is based on the concept of direct and inverse variations. We need to understand relation among time, work done and number...
Jun 8th 2019 Time and Work Type 3 (Tricky Approach)Example 5 : A and B together can complete a task in 20 days. B and C together can complete the same task in 30 days....
Jun 8th 2019 Time and Work Type 5 (Tricky Approach)Example 9 : The work capacity of A is 60% more than the work capacity of B. A Alone can do this work in 80 days,...
Jun 8th 2019