the total cost, c, of belonging to two different gyms for m months is shown on the graph. The lines intersect at the point (4, 250). Enter numbers in the boxes to explain what the solution means in the situationAt months, the cost for each gym is $.

We have two linear functions each representing the relationship between month and cost for two different gyms. The two lines intercept at (4, 250). This means that when the month is 4 the cost is $250. Therefore, the statement can be completed.

At 4 months, the cost for each gym is $250.

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the total cost, c, of belonging to two different gyms for m months is shown on the graph. The lines intersect at the point (4, 250). Enter numbers in the boxes to explain what the solution means in the situationAt ________ months, the cost for each gym is $________.

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the total cost, c, of belonging to two different gyms for m months is shown on the graph. The lines intersect at the point (4, 250). Enter numbers in the boxes to explain what the solution means in the situationAt months, the cost for each gym is $.