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19 At a local theater adult tickets cost 8 and student tickets cost 5 At a recent show 500 tickets were sold for a total of 3475 How many adult tickets were sold?
Wiki User
∙ 15y ago
Adults: 325 Student: 175
Wiki User
∙ 15y ago
Osvaldo Rodriguez
325
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Mimi had 174 to buy tickets to a concert The adult tickets cost 10.50 and the student tickets cost 7.50 She bought 4 more student tickets than adult tickets How many student tickets did she buy?
12 student tickets
Mimi had 174 to buy tickets to a concert The adult tickets cost 10.50 and the student tickets cost 7.50 She bought 4 more student tickets than adult tickets How many adult tickets did she buy?
8 Adult tickets
The tickets for a movie were 10 for an adult and 4 for a student. Find the total income from the sale of 87 adult tickets and 135 student tickets?
870 + 540 = 1410
A total of tickets were sold for the school play There were more student tickets sold than adult tickets How many adult tickets were sold?
Your question lacks the info necessary to answer it.How many tickets were sold in total?What percentage of either student or adult tickets sales were sold?Your question cannot be answered as written.
A total of 725 tickets were sold for the school play There were 75 more student tickets sold than adult tickets How many adult tickets were sold?
325 Tickets sold to adults 400 tickets sold to students
At a local theatre adult tickets cost 8 and student tickets cost 5 at a recent show 500 were sold for a total of 3475 how many adult tickets were sold?
answer is 325 adult tickets were sold ( fmtickets.com )
At a local theater adult tickets cost 8 and student tickets cost 5 At a recent show 500 tickets were sold for a total of 3475 How many adult tickets were sold?
a=# of adult tickets, s=# of student tickets 8a+5s=3475 a+s=500 Solve for s in this equation: s=500-a Now substitute 500-a in for s in the equation 8a+5s=3475: 8a+5(500-a)=3475 8a+2500-5a=3475 3a=975 a=325 ans. There were 325 adult tickets sold.
Mimi had 174 to buy tickets to a concert The adult tickets cost 10.50 and the student tickets cost 7.50 She bought 4 more student tickets than adult tickets How many student tickets did she buy?
12 student tickets
Mimi had 174 to buy tickets to a concert The adult tickets cost 10.50 and the student tickets cost 7.50 She bought 4 more student tickets than adult tickets How many adult tickets did she buy?
8 Adult tickets
The tickets for a movie were 10 for an adult and 4 for a student. Find the total income from the sale of 87 adult tickets and 135 student tickets?
870 + 540 = 1410
A total of tickets were sold for the school play There were more student tickets sold than adult tickets How many adult tickets were sold?
Your question lacks the info necessary to answer it.How many tickets were sold in total?What percentage of either student or adult tickets sales were sold?Your question cannot be answered as written.
How much money does one ticket at amc lennox town center 24 cost?
If you buy online the adult tickets are $7, the kid tickets are $6, and the senior tickets are $5. If you buy at the theater the adult tickets are $6, the kid tickets are $5, and the senior tickets are $5. So, if you're planning on going to the movies, you should buy your tickets at the theater.
Marc sold 461 tickets for the school play Student tickets cost 3 and adult tickets cost 4 Marc's sales totaled 1624 How many adult tickets and how many student tickets did Marc sell?
220 Tickets at 3 = 660 241 Tickets at 4 = 964 ---------------------------- 461 1624
A total of 725 tickets were sold for the school play There were 75 more student tickets sold than adult tickets How many adult tickets were sold?
325 Tickets sold to adults 400 tickets sold to students
A total of 700 tickets were sold for the school play There were 50 more student tickets sold than adult tickets How many adult tickets were sold?
700/2 = 350350 - 25 = 325325 adult tickets700 - 325 = 375375 kids tickets
Adult tickets for a game cost 4 each and student tickets cost 2 each total of 920 tickets worth 2446 were sold how many student tickets were sold?
If A is number of adult tickets, and B is number of student tickets, we get a system of two equations for two unknowns: 4A+2B=2446 A+B=920 By solving this system, we obtain B=617
Admission tickets to a motion pictures theater were priced at 4 for adults and 3 for students If 810 tickets were sold and total recipients were 2853 how many of each type of ticket were sold?
x=adult y=student x+y=810 4x+3y=2853 3240-y=2853 y=387 x=423 check: 4*423=1692 3*387=1161 add together 2853 423 adult tickets 387 student tickets
