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Question 16 Mary is buying tickets for a movie. Each adult ticket costs $9 Each child ticket costs $5 Mary spends $110 on tickets Mary buys 14 total tickets Enter the total number of adult tickets and total number of child tickets she buys. Adult tickets: Child tickets:
Question 16 Mary is buying tickets for a movie. Each adult ticket costs $9 Each child ticket costs $5 Mary spends $110 on tickets Mary buys 14 total tickets Enter the total number of adult tickets and total number of child tickets she buys. Adult tickets: Child tickets:
Final answer:Based on theinformationgiven, Mary bought 8 adult tickets and 6child tickets.Explanation:The question concerns the number of adult and child tickets Mary bought to a movie. This is a problem oflinear equations. Let the number ofadult ticketsbe A and the number of child tickets be C.We can set up two equations based on the information given:The total number of tickets: A + C = 14The total cost of the tickets: 9A + 5C = 110We can solve these equations using substitution or elimination method. By substitution, from the first equation we can express C as 14 - A. Substituting this in the second equation we get:9A + 5(14 - A) = 110Simplifying and solving this equation will give us A = 8 (The number of adult tickets) and substituting that in equation one, we get C = 6 (The number of child tickets).Learn more aboutLinear Equationshere:brainly.com/question/32634451#SPJ11...