A company wants to buy computers and printers for a new branch office, and the number of computers can be at most 3 times the number of printers. Computers cost $1,500 each, and printers cost $300 each. What is the greatest number of computers that the company can buy if it has a total of $9,100 to spend on computers and printers?
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1c [1500] + 1p [300] = 1800
2c [3000] + 1p [300] = 3300
3c [4500] + 1p [300] = 4800
4c [6000] + 2p [600] = 6600
5c [7500] + 2p [600] = 8300
6c [9000] + 2p [600] = 9600 > 9100
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