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. A does 66 2/3 % of work in 8 days and is replaced by B and B completes the remaining work. If whole work is completed in 14 days, then find difference of days taken by A and B alone to complete the work.?
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. A does 66 2/3 % of work in 8 days and is replaced by B and B complet...
Given Data:
- A completes 66 2/3 % of work in 8 days
- B completes the remaining work in 6 days
- Whole work is completed in 14 days

Calculation:
- Let the total work be 100 units
- A completes 66 2/3 % of work in 8 days, so A completes (66 2/3/100) * 100 = 2/3 * 100 = 66.67 units in 8 days
- This means A completes 66.67/8 = 8.33 units of work per day
- In 8 days, A completes 8.33 * 8 = 66.64 units of work, which is approximately 66.67 units
- Therefore, A completes 66.67 units of work in 8 days
- This leaves 100 - 66.67 = 33.33 units of work remaining for B to complete
- B completes the remaining 33.33 units of work in 6 days
- Hence, B completes 33.33/6 = 5.56 units of work per day

Difference in Days taken by A and B:
- A completes 8.33 units of work per day
- B completes 5.56 units of work per day
- Therefore, A is faster than B by 8.33 - 5.56 = 2.77 units of work per day
- To complete the remaining 33.33 units of work, A would take 33.33/2.77 = 12 days
- Hence, the difference in days taken by A and B alone to complete the work is 12 - 6 = 6 days
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. A does 66 2/3 % of work in 8 days and is replaced by B and B completes the remaining work. If whole work is completed in 14 days, then find difference of days taken by A and B alone to complete the work.?
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