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A movie rental service charges $15 per month, plus $2 for each movie rented.
The line that represents the problem has a slope of __________, a y-intercept of
__________, and an equation of __________ .

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mathstudent55

Answer:

The line that represents the problem has a slope of ____2______, a y-intercept of ____15______, and an equation of _y = 2x + 15__ .

Step-by-step explanation:

The fixed charge is the y-intercept.

The cost of each movie is the slope.

The line that represents the problem has a slope of ____2______, a y-intercept of ____15______, and an equation of _y = 2x + 15__ .