Earl paid $37.95 for admission to the amusement park. Each ride costs an additional $4.25. Earl only has $75. What is the maximum number of rides he can go on? Be sure to define any variable (s) that you use.

Question

Jaylon Conrad

Mathematics

22 April, 06:17

Earl paid $37.95 for admission to the amusement park. Each ride costs an additional $4.25. Earl only has $75. What is the maximum number of rides he can go on? Be sure to define any variable (s) that you use.

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Gage Melendez · Answer 1

Answer: The maximum amount of rides that Earl can go on is 9.

Step-by-step explanation: Earl only has 75 to spend so you cannot go over it. Each ride should be represented by x because it is an unknown value. 37.95 is a constant. The equation is 75 = 4.25x + 37.95. Subract 37.95 and you get 39.05 = 4.25x. Divide by 4.25 and you get 9.18823529412 = x. You cannot go on part of the ride so remove the decimal value. The answer is 9 rides.