SOLUTION: The movie theater charges $4 for each child ticket and $7 for each adult ticket. The art club purchased a total of 20 tickets and spent $101.00. How many of each type of ticket d
Algebra.Com
Question 260977: The movie theater charges $4 for each child ticket and $7 for each adult ticket. The art club purchased a total of 20 tickets and spent $101.00. How many of each type of ticket did the club buy?
Answer by Greenfinch(383) (Show Source): You can put this solution on YOUR website!
No of child tickets C which cost 4C
No of adult tickets is 20 - C which cost 7(20 - C)
So 4C + 140 - 7C = 101
-3C = - 39
c = 13
So 13 Childrens' tickets and 7 adult tickets
RELATED QUESTIONS
A local movie theater charges $6 for each adult ticket and $3.50 for each child ticket.... (answered by Zucchini)
A local Movie theater charges $6 for each adult & $3.50 for each child ticket. if the... (answered by ReadingBoosters)
a movie theater $7.50 for each adult ticket and $4 for each child ticket. if the theater... (answered by mananth)
A local movie theater charges $6 for each adult ticket (a) and $3.50 for each child... (answered by tiffany222)
a movie theater charges $10 for an adult ticket and $7 for a child ticket. they sold 172... (answered by josgarithmetic)
A movie theater charges $9 for an adult’s ticket, $7 for a senior ticket and $6 for a... (answered by josgarithmetic,ikleyn)
A movie theater sold a total of 260 adult and child tickets on a certain day. The theater (answered by josgarithmetic)
A movie theater sold a total of 260 adult and child tickets on a certain day. The theater (answered by JulietG)
How to solve this problem
Johnson family bought 4 adult tickets and 2 child... (answered by ikleyn)