Q$2(5$ points$)$

Jerry, the manager of a small printing company, needs to replace a worn out copy machine. He is

considering two machines; each has a monthly lease cost and a cost per page that is copied:

Machine $1$ has a $$474$ monthly lease with a $$0\mathrm{.}022$ per page cost up to $1000$ pages, and then

$$0\mathrm{.}013$ per page after the $1^{st}1000$ pages.

Machine $2$ has a $$641$ monthly lease with a $$0\mathrm{.}017$ per page cost up to $1000$ pages, and then

$$0\mathrm{.}008$ per page after the $1^{st}1000$ pages.

Jerry knows the break$-$even point is more than $1000$ pages for each machine. Determine the break$-$even

point $($per month$)$ in terms of the number of copies $($rounded UP to the nearest integer$)$ for each

machine if Jerry charges customers $$0\mathrm{.}06$ per copy.

$*$ please solve in excel using goal seek and show equations $*$