Anton joined a gulf club two years ago. He pays ana annual membership fee of $895 and a green fee of $30 each time he plays a game of golf. F (g) = 895+30g, where g represents the number of times he played golf during the year. Last year he paid $2065 as a total golfing fee. For how many games did he pay a greens fee?

Question

Mathematics

Jamie Richardson

10 October, 23:35

Anton joined a gulf club two years ago. He pays ana annual membership fee of $895 and a green fee of $30 each time he plays a game of golf. F (g) = 895+30g, where g represents the number of times he played golf during the year. Last year he paid $2065 as a total golfing fee. For how many games did he pay a greens fee?

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Answers (1)

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Carleen · Answer 1

Anton played a total of 39 games.

Step-by-step explanation:

If you want to calculate the amount of games played, you must first subtract the membership fee of 895 to get 1170. As you are charged $30 for each game, you must divide by thirty.

If you are fond of graphing, know this equation can also be expressed in slope-intercept form (y = mx + b) as y = 30x + 895, with x being the number of games played and the y-intercept (895) being your initial cost.