23) The drama club sold a total of 168 tickets to the show and made a total of $992. If the tickets were either adult tickets ($6.50 each) or student tickets ($5.50 each), what would be the algebraic system that would allow you to find the number of each ticket sold? B) A+ S= 168 A) A + S = 992 6.5A +5.5S 168 C) AS 168 5.54 +6.5S = 992 12S = 992 D) A-S- 168 6.5A +5.5S -992 E) A +S= 168 6.5A +5.5S992

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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23) The drama club sold a total of 168 tickets to the show and made a total of $992. If the tickets were
either adult tickets ($6.50 each) or student tickets ($5.50 each), what would be the algebraic system
that would allow you to find the number of each ticket sold?
B) A + S = 168
A) A+S =992
6.5A +5.5S - 168
C) AS = 168
5.54 +6.5S =992
12S = 992
D) A-S- 168
6.5A + 5.5S-992
E) A +S= 168
6.5A +5.5S-992
Transcribed Image Text:23) The drama club sold a total of 168 tickets to the show and made a total of $992. If the tickets were either adult tickets ($6.50 each) or student tickets ($5.50 each), what would be the algebraic system that would allow you to find the number of each ticket sold? B) A + S = 168 A) A+S =992 6.5A +5.5S - 168 C) AS = 168 5.54 +6.5S =992 12S = 992 D) A-S- 168 6.5A + 5.5S-992 E) A +S= 168 6.5A +5.5S-992
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