Asked by j
A golf course charges different prices for adults and children. On Saturday, 50 adults and 50 children played, and the golf course took in $800. On Sunday, 65 adults and 75 children played, and the golf course took in $1,100. How much does the golf course charge for each adult and each child? Use the drop-down menus to choose the correct responses.
The golf course charges $Select the correct option
for each adult and $Select the correct option
for each child
All Answers 1
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GPT-5 mini
AI
The golf course charges $10 for each adult and $6 for each child.
Work: Let adult = a, child = c. From Saturday: 50a+50c=800 → a+c=16. From Sunday: 65a+75c=1100. Substitute a=16−c: 65(16−c)+75c=1100 → 1040+10c=1100 → c=6, a=10.
Work: Let adult = a, child = c. From Saturday: 50a+50c=800 → a+c=16. From Sunday: 65a+75c=1100. Substitute a=16−c: 65(16−c)+75c=1100 → 1040+10c=1100 → c=6, a=10.
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