Question

Haley is considering two gym membership plans. The plans are detailed here. Plan one $50 for a monthly pass and a $3 fee for each gym visit plan to $10 for each gym visit what is a system of equations that represents the cost of the plans?

Answer 1

Answer:

The system of equations would be

$\left \{ {{50+3x=y} \atop {10x=y}} \right.$

Step-by-step explanation:

Let x represent the number of gym visits and y represent the total cost.

For plan one, we know that each gym visit is $3.  This means the price for the gym visits can be represented as 3x.  Adding the monthly pass to that, we have

50+3x = y.

For plan two, each gym visit is $10.  This means the price of the gym visits can be represented as 10x.  There is no monthly pass, so we have the equation

10x = y.

Answer 2

Well for the first one it'd be y=3x+50 and for the second one it'd be y=10x