A, B and C are employed to do a work for Rs. 22960. A and C together finished 23/41 of the work and B and C together finished 19/41 of the work. Wage of C (in Rs.) is

A, B and C are employed to do a work for Rs. 22960. A and C together finished 23/41 of the work and B and C together finished 19/41 of the work. Wage of C (in Rs.) is

1). 2440
2). 1120
3). 1680
4). 560

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Guest · Answer 1 · 2019-05-18 15:56:16

Given, A, B and C are employed to do a work for Rs. 22960. A and C together finished 23/41 of the work and B and C together finished 19/41 of the work.

Let the part of work done by A be ‘a’, by B be ‘b’ and by C be ‘c’

Thus, a + c = 23/41 and b + c = 19/41

Thus part of work completed by b = 1 – 23/41 = 18/41

∴ part of work completed by c = 19/41 – 18/41 = 1/41

Wage of C = (1/41) × 22960 = Rs. 560

A, B and C are employed to do a work for Rs. 22960. A and C together finished 23/41 of the work and B and C together finished 19/41 of the work. Wage of C (in Rs.) is

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