SOLUTION: Solve. Please show the algebraic inequality you used and show all of your work. The Lido Company rents copy machines for a monthly charge of $300 + 10 cents per copy. The Lumsden

Question 385948: Solve. Please show the algebraic inequality you used and show all of your work.
The Lido Company rents copy machines for a monthly charge of $300 + 10 cents per copy. The Lumsden Company rents copy machines for a monthly charge of $500 + 3 cents per copy. How many copies make the Lido Company more expensive than the Lumsden Company?
Answer by stanbon(75887) (Show Source): You can put this solution on YOUR website!
The Lido Company rents copy machines for a monthly charge of $300 + 10 cents per copy. The Lumsden Company rents copy machines for a monthly charge of $500 + 3 cents per copy. How many copies make the Lido Company more expensive than the Lumsden Company?
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Lido cost: L(x) = 300+0.10x
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Lums cost: M(x) = 500 + 0.03x
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Solve: L(x) > M(x)
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300+0.10x > 500 + 0.03x
0.07x > 200
x > 2857.14
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Cheers,
Stan H.
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