One copying machine produces copies at twice theconstant rate of another machine. If the moreefficient machine produces copies at the constantrate of 250 copies per minute, how many coples dothey together produce in 5 minutes?

Answered: One copying machine produces copies at…

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

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One copying machine produces copies at twice the
constant rate of another machine. If the more
efficient machine produces copies at the constant
rate of 250 copies per minute, how many coples do
they together produce in 5 minutes?

Expert Solution

Step 1

It is given that one copying machine produces copies at twice the constant rate of another machine and the more efficient machine produce at the rate of $250$ copies per minute.

It is required to determine that how many copies do they together produce.

Let machine $A$ produce at the rate of $250$ copies per minute then the machine $B$ produces at the rate of,

$\frac{250}{2} = 125 copies per minute$

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One copying machine produces copies at twice the constant rate of another machine. If the more efficient machine produces copies at the constant rate of 250 coples per minute, how many coples do they together produce in 5 minutes?