Question

One health club charges a $50 sign-up fee and $65 per month. James spends a total of $635 for his gym membe Write an equation that will determine the number of months, m, James had his membership

Answer 1

Answer: James had his gym membership for approximately 9 months.

Step-by-step explanation: To determine the number of months, m, James had his membership, we can set up an equation based on the given information.

The total cost of James' gym membership consists of two parts: the sign-up fee of $50 and the monthly fee of $65 multiplied by the number of months, m.

Therefore, the equation is:

Total cost = Sign-up fee + Monthly fee * Number of months

In this case, the total cost is $635, the sign-up fee is $50, and the monthly fee is $65. We want to find the number of months, which we will represent as m.

Plugging in the values, the equation becomes:

635 = 50 + 65m

Simplifying further:

635 - 50 = 65m

585 = 65m

To solve for m, we can divide both sides of the equation by 65:

m = 585 / 65

Calculating this division, we find:

m ≈ 9

Answer 2

Required Equation: 635 = 50 + 65m

Explanation:

To write an equation to determine the number of months, m, James had his membership, we can use the following information:

• Sign-up fee: $50
• Monthly fee: $65
• Total cost: $635

We can use the following equation:

Total cost = Sign-up fee + Monthly fee × Number of months

Substitute given values into the equation to get:

635 = 50 + 65m

Let's simplify further:

Subtract 50 on both sides.

635 - 50 = 50 + 65m - 50

585 = 65m

Divide both sides by 65.

`\sf (585 )/(65)=( 65m)/(65)`

m = 9

Therefore, number of months is 9 months.