SOLUTION: One person can do a job in 8 hours. a second person can do it in 12 hours. if the first peron works 2 hours less than the second, how many hours will it take them working together?
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-> SOLUTION: One person can do a job in 8 hours. a second person can do it in 12 hours. if the first peron works 2 hours less than the second, how many hours will it take them working together?
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Question 314049: One person can do a job in 8 hours. a second person can do it in 12 hours. if the first peron works 2 hours less than the second, how many hours will it take them working together?
Can you please show me how to do the work I don't need the answer persay just help with setting up the problem! This would be so appreciated. Answer by scott8148(6628) (Show Source):
You can put this solution on YOUR website! the second person works 2 hr MORE and completes 1/6 (2/12) of the job on their own
___ leaving 5/6 of the job to complete together
let x= time working together ___ they each complete some fraction of the job based on their individual times
(x / 8) + (x / 12) = 5/6
this could also be written as a single step ___ (x / 8) + [(x+2) / 12] = 1
