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(c) A is thrice as good a workman as B and takes 10 days less to do a piece of work than B takes. In how many days can B complete the work?
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(c) A is thrice as good a workman as B and takes 10 days less to do a ...
Understanding the Problem
To solve the problem, let's first define the work capabilities of both A and B.

Work Efficiency
- Let the amount of work done by B in one day be represented as 1 unit.
- Since A is thrice as good a workman as B, A can complete 3 units of work in one day.

Time Taken to Complete the Work
- Let B take \( x \) days to complete the work.
- Therefore, A takes \( x - 10 \) days to complete the same work.

Setting Up the Equation
- The total work done can be expressed as:
- Work done by B in \( x \) days: \( 1 \times x = x \) units.
- Work done by A in \( x - 10 \) days: \( 3 \times (x - 10) = 3x - 30 \) units.
- Since both A and B complete the same amount of work:
- \( x = 3x - 30 \)

Simplifying the Equation
- Rearranging gives:
- \( 30 = 3x - x \)
- \( 30 = 2x \)
- \( x = 15 \)

Conclusion
- Thus, B can complete the work in **15 days**.
This detailed breakdown provides a clear understanding of the relationship between the work rates of A and B, allowing for a straightforward solution to the problem.
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(c) A is thrice as good a workman as B and takes 10 days less to do a piece of work than B takes. In how many days can B complete the work?
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