It takes one person 5 hours to do the job, and the other person 7 hours to do two jobs. How much time will it take to do two job if they work together?
Let's say the first person is Bob, and the second person is John. It takes Bob 5 hours to do one job, that is for sure. John, however, takes 7 hours to do two jobs. We need to calculate how many hours it takes him to do one job. Do you know how to do this?
Well, 2 jobs divided by 2 is one job. 7 hours divided by 2 is 3.5 hours.
So now we know that it takes Bob 5 hours for one job, and John 3.5 hours.
Yeah, where do you go from there?
hint : multiply both times, then divided by the sum of both times the last result is your answer
can you please do it for me and show steps?
I think this can be a solution, calculate the velocity: works done/time, \[1/5+2/7=v\Rightarrow v=17/35\] Then calculate the time needed to do 1 work, \[t=1/v=35/17\ hours\]
Thanks man, that might do it!
Join our real-time social learning platform and learn together with your friends!