Multiple Choice
Solve the problem.
-A theater charges $50 per ticket for seats in section A, $40 per ticket for seats in section B, and $20 per ticket for seats in section C. For one play, 9,500 tickets were sold for a total of $335,000 in
Revenue. If 500 more tickets in section B were sold than the other two sections combined, how many
Tickets in each section were sold?
A) 3,000 tickets in section A, 5,000 tickets in section B, and 1,500 tickets in section C were sold.
B) 3,000 tickets in section A, 3,500 tickets in section B, and 1,500 tickets in section C were sold.
C) 1,500 tickets in section A, 3,500 tickets in section B, and 3,000 tickets in section C were sold.
D) 1,500 tickets in section A, 5,000 tickets in section B, and 3,000 tickets in section C were sold.
Correct Answer:

Verified
Correct Answer:
Verified
Q78: Solve the system by using any
Q79: Solve the system. If there is
Q80: Solve the problem.<br>-A rectangular plot of
Q81: Solve the system. If a system
Q82: Choose the one alternative that best
Q84: Choose the one alternative that best
Q85: Solve the problem.<br>-Find two numbers whose sum
Q86: Solve the system by the substitution
Q87: Solve the system by using any
Q88: Choose the one alternative that best