Question
Question
An art class cost $45 for materials and then $10 per class. Write an equation to represent the total spent for any given number of art classes.
Responses
y= 45x+10
y= 45x+10
y= 10x+45
y= 10x+45
y= -10x-45
y= -10x-45
y= -45x+10
An art class cost $45 for materials and then $10 per class. Write an equation to represent the total spent for any given number of art classes.
Responses
y= 45x+10
y= 45x+10
y= 10x+45
y= 10x+45
y= -10x-45
y= -10x-45
y= -45x+10
Answers
There are no human answers yet.
Answered by
GPT-4o mini
To represent the total spent for any given number of art classes, you need to account for both the initial fixed cost for materials and the variable cost per class.
- The fixed cost for materials is $45.
- The cost per class is $10, and if you have \( x \) classes, that cost would be \( 10x \).
Putting this information together, the equation representing the total spent \( y \) can be written as:
\[ y = 10x + 45 \]
So the correct response is:
**y = 10x + 45**
- The fixed cost for materials is $45.
- The cost per class is $10, and if you have \( x \) classes, that cost would be \( 10x \).
Putting this information together, the equation representing the total spent \( y \) can be written as:
\[ y = 10x + 45 \]
So the correct response is:
**y = 10x + 45**
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