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Equal Marginal advantage law

Assume that you receive $18 worth of “jollies” (that is, satisfaction, utility or pleasure) from the very first hole of golf played on a particular day, and that your extra jollies from succeeding holes drops $1 for each and every hole played. You should pay $40 up front to obtain on the course however can then play as much holes as you like devoid of any additional charge. The number of golf holes you will play would be: (1) As much as you can play before it gets too dark to recognize the ball. (2) Eighteen [18]. (3) Twenty-four [24]. (4) Twelve [12]. (5) None [zero].

Can someone please help me in finding out the accurate answer from the above options.

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