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 $422 monthly lease with a 2.1 cent per page cost up to 250 pages, and then 1.4 cent per page after the 1st 250 pages. • Machine 2 has a $566 monthly lease with a 1.6 cent per page cost up to 250 pages, and then 0.9 cent per page after the 1st 250 pages. Jerry knows the break-even point is more than 250 pages for each machine. Determine the break-even point (per month) in terms of the number of copies for each machine if Jerry charges customers 5.0 cents per copy. Based on this, which machine do you recommend?