SOLUTION:
A movie theater charges $8 for an adult ticket and $5 for a student ticket. 1 night, 380 tickets were sold for a total of $2377. How many of each type were sold.
Algebra.Com
Question 715775:
A movie theater charges $8 for an adult ticket and $5 for a student ticket. 1 night, 380 tickets were sold for a total of $2377. How many of each type were sold.
Answer by checkley79(3341) (Show Source): You can put this solution on YOUR website!
A+C=380
A=380-C
8A+5C=2377
8(380-C)+5C=2377
3040-8C+5C=2377
-3C=2377-3040
-3C=-663
C=-663/-3
C=221 CHILDREN'S TICKETS WERE SOLD.
A+221=380
A=380-221
A=159 ADULT TICKETS WERE SOLD.
PROOF:
8*159+5*221=2377
1272+1105=2377
2377=2377
RELATED QUESTIONS
A movie theater charges $4 for an adult ticket and 2$ for a child's ticket. one night 380 (answered by Fombitz)
A local movie theater charges $6 for each adult ticket and $3.50 for each child ticket.... (answered by Zucchini)
A movie theater charges $5 for an adult ticket and $2 for a child's ticket.one day the... (answered by ankor@dixie-net.com)
A local Movie theater charges $6 for each adult & $3.50 for each child ticket. if the... (answered by ReadingBoosters)
A movie theater charges $7 for an adult and $4 for a child's ticket. One night, 900... (answered by josmiceli)
"a movie theater charges 5.00 for an adult ticket and 2.00 for a childs ticket. One... (answered by rfer)
A movie ticket for an adult cost $9.00 and it cost $7.00 for a child. If a total of 118... (answered by mananth)
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 8 adult tickets and 3 children tickets for $86 on Monday.The theater (answered by rothauserc)