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In two or more complete sentences explain how you would set up and solve the equation: Dan and Rick belong to different gyms. Dan’s gym charges $40 per
month and $15 per private training class and Rick’s gym charges $70 per month and $5 per private training class. After how many private training classes will they have paid the same amount for their gym membership?

Answer :

kaetah
The equation would be 40+15p=70+5p. You would subtract 5p from each side (15-5) and (5-5) and you'll have 40+10p=70. You would then subtract 40 from each side (70-40) and (40-40) to have 10p=30. You would divide by both of the sides by 10, you would end up with p=3. P is price training. The reason you divide and subtract on both sides is because you want the months to be on one side and the price training on the other side.
Willowlynnb

Answer:

3 private training exercises

Step-by-step explanation:

Step 1: Write an equation for both.

Step 2: Subtract both gym membership prices together. Subtract the private training prices together.

Step 3: Divide the answer for the subtraction problems together.

Dans: 40m + 15p

Ricks: 70m + 5p

70 - 40 = 30

15 - 5 = 10

30 divided by 10 = 3

Answer = 3.

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