Question

Suzette is opening an office cleaning business. Her competitor charges $35 per hour plus a $42 cleaning supply fee. Which inequality in two variables could be used to represent where Suzette's charges, S, would be at most that of her competitor's charges?

Answer 1

To represent where Suzette's charges would be at most that of her competitor's charges, we need to find and inequality. We can use the inequality S ≤ C, where S represents Suzette's charges per hour and C represents the competitor's charges per hour.

Step-by-step explanation:

To represent where Suzette's charges would be at most that of her competitor's charges, we need to find an inequality. To represent where Suzette's charges would be at most that of her competitor's charges, we need to find and inequality. We can use the inequality S ≤ C, where S represents Suzette's charges per hour and C represents the competitor's charges per hour.

Let's use S to represent Suzette's charges per hour and C to represent the competitor's charges per hour. The competitor charges $35 per hour plus a $42 cleaning supply fee, so their charges per hour can be represented as C = 35 + 42 = 77. To ensure Suzette's charges are at most that of her competitor's charges, we can use the inequality S ≤ C, which translates to Suzette's charges per hour being less than or equal to the competitor's charges per hour.