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QuestionJanelle paid a total of \92for6classesand$50forgear.Findthecostperclass,92 for 6 classes and \$50 for gear. Find the cost per class, x$.

Studdy Solution

STEP 1

Assumptions1. The cost of the climbing gear is 50.ThetotalamountpaidbyJanelleis50. The total amount paid by Janelle is 923. The cost of each class is the same and is represented by xx
4. The total amount paid includes the cost of the climbing gear and the cost of the6 classes

STEP 2

First, we need to find the total cost of the classes. We can do this by subtracting the cost of the climbing gear from the total amount paid.
Total class cost=Total amount paid−Cost of climbing gearTotal\, class\, cost = Total\, amount\, paid - Cost\, of\, climbing\, gear

STEP 3

Now, plug in the given values for the total amount paid and the cost of the climbing gear to calculate the total class cost.
Total class cost=$92−$50Total\, class\, cost = \$92 - \$50

STEP 4

Calculate the total class cost.
Total class cost=$92−$50=$42Total\, class\, cost = \$92 - \$50 = \$42

STEP 5

Now that we have the total class cost, we can find the cost of each class by dividing the total class cost by the number of classes ().
Cost of each class=Total class cost/Number of classesCost\, of\, each\, class = Total\, class\, cost / Number\, of\, classes

STEP 6

Plug in the values for the total class cost and the number of classes to calculate the cost of each class.
Cost of each class=$42/6Cost\, of\, each\, class = \$42 /6

STEP 7

Calculate the cost of each class.
Cost of each class=$42/6=$7Cost\, of\, each\, class = \$42 /6 = \$7The cost of each class, xx, is $7.

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