Asked by Anonymous
All the fudge machines at a chocolate factory work at the same rate. Six machines working simultaneously can complete a big order in 22 hours. How many hours would it take to fill the order if the number of working machines decreased by factor of 2?
Answers
Answered by
oobleck
half as many machines, so twice as long: 44 hrs
Answered by
Unicorn Girl
11 hours
This is because it is saying decreased and not increased. So we will have to divide 22 by 2 and that equals 11 hours.
This is because it is saying decreased and not increased. So we will have to divide 22 by 2 and that equals 11 hours.
Answered by
Panda Loveršŗ
44 hrs.....bc it is half as many so 22x2...
Answered by
yt_strawberrypearl
44 hours, By timing 22 by 2 since its half
Answered by
Anonymous
44hours, because if we have half as many machines, then we need twice as long.
Answered by
Math Person
So basically, "factor of 2" doesn't literally mean 2. It's not 6-2=4 machines, it's 6/2=3 machines. Now since it decreased, we now have half as many machines. So this means, the machines need twice as long to finish the job. To find that time you simply multiply 22 by 2 as shown below:
6/2 = 3 machines
It takes 22 hours for 6 machines to finish.
22x2=44
Answer: 44 hours
6/2 = 3 machines
It takes 22 hours for 6 machines to finish.
22x2=44
Answer: 44 hours
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