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A certain printer can do a printing job in 3 hours. With a second printer, the same job can be done in 2 hours.
How long would it take the second printer to do the same job?
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The rate of work of the first printer is of the job per hour.
The rate of work of two printers (when they work together) is of the job per hour, according to condition.
Hence, rate of work of the second printer (if it works alone) is - = = of the job per hour.
It means that the second printer can do the printing job in 6 hours working alone.
For similar problems on joint work see the lessons
Using fractions to solve word problems on joint work and
Solving more complicated word problems on joint work
in this site.