Question

Olivier has $48.25 to spend on painting classes. Each class costs $6 plus a one-time registration fee of $6.25. Let the variable n represent the number of classes. Which equation represents the number of classes Olivier can attend for $48.25?

A
6n+12.25=48.25

B
6n+6.25=48.25

C
6+6.25n=48.25

D
12.25n=48.25

Answer 1

The linear equation will be, $6n+6.25 = 48.25$

Here, according to the given information, we are given that,

Olivier has $48.25 to spend on painting classes.

Now, we are also given that, the variable n represents the number of classes.

Now, according to the given information, each class costs $6 plus a one-time registration fee of $6.25.

This means that each class will cost $6n. This is also added by a registration fee which is of one-time and that is $6.25.

This means that in total, the classes will cost Olivier an amount of,

$($6n+6.25$)

Now, since he has to spend $48.25 to spend on the classes and we have found the amount that Oliver can spend on these classes, by equating, we will get the linear equation which will represent this amount of money.

The linear equation will be,

$6n+6.25 = 48.25$

Hence, the linear equation will be, $6n+6.25 = 48.25$

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