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Aida, Lorna, and Fe can do a piece of work in 2 2/3 days when they work together. They can finish the work if Aida and Fe work for 3 days and Lorna works for 2 days. If Aida works for 2 days and Lorna and Fe each for 1 day, then only 13/24 of the work can be finished. In how many days can each complete the work alone?

Aida, Lorna, and Fe can do a piece of work in 2 2/3 days when they work together. They can finish the work if Aida and Fe work for 3 days and Lorna works for 2 days. If Aida works for 2 days and Lorna and Fe each for 1 day, then only 13/24 of the work can be finished. In how many days can each complete the work alone?

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Aida, Lorna, and Fe can do a piece of work in 2 2/3 days when they work together. They can finish the work if Aida and Fe work for 3 days and Lorna works for 2 days. If Aida works for 2 days and Lorna and Fe each for 1 day, then only 13/24 of the work can be finished. In how many days can each complete the work alone?
Transcribed Image Text:Aida, Lorna, and Fe can do a piece of work in 2 2/3 days when they work together. They can finish the work if Aida and Fe work for 3 days and Lorna works for 2 days. If Aida works for 2 days and Lorna and Fe each for 1 day, then only 13/24 of the work can be finished. In how many days can each complete the work alone?
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