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A golf course charges nonmembers $48 per round plus a golf cart rental fee of $24 per round. A member pays a monthly fee of $384 plus a golf cart rental fee of $8 per round. How many rounds would both a member and a nonmember have to play in order to pay the same amount?
Both a member and a nonmember that play_____ rounds would pay the same amount.
You would set up equations for both the member and the non-member. The member's equation would be: 384+8x (x being the number of rounds) The non-member's equation would be: 48x+24x then you would set them equal to each other and then solve: 384+8x=48x+24x 384=64x 384/64=x x=6 they would have to play 6 rounds in order to pay the same amount.
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