Question

Aaliyah and Phildres are joining a gym that offers two different payment plans. Aaliyah
chooses Plan A, and Phildres chooses Plan B.
Plan A
No yearty fee
Plan B
$200 yearly fee
$50 for each class
$10 for each class
Which equation can be used to solve for the number of classes, c, for which the cost
of Plan A equals Plan B?

Answer 1

Based on the two different payment plans, the equation which can solve for the number of classes that equates both plans is 50x = 200 + 10x.

What equation can lead to both plans being equal?

Plan A has no yearly fee but charges $50 per class.

Plan B has a $200 yearly fee and charges $10 per class.

Assuming the number of classes was x, the equation of Plan As total cost is:

= 50x

The equation of Plan B is:
= 200 + 10x

The equation to find the number of classes where the plans are equal is:

50x = 200 + 10x

Solving gives 5 classes.

Find out more on equations for equating different plans at https://brainly.com/question/13203314.