Asked by Jessica
John can paint a room in 3 hours. His apprentice, working alone, requires 6 hours to do the same job.
How long would it take John and his apprentice, working together, to paint the room if they continue to work at the given rates?
How long would it take John and his apprentice, working together, to paint the room if they continue to work at the given rates?
Answers
Answered by
Reiny
John's rate = room/3
Apprent's rate = room/6
combined rate = room/2 + room/6
= 3room/6 = room/2
time at combined rate = room/(room/2))
= 1/(1/2) = 2 hours
Apprent's rate = room/6
combined rate = room/2 + room/6
= 3room/6 = room/2
time at combined rate = room/(room/2))
= 1/(1/2) = 2 hours
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