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The attendance at a ball game was 400 people Student tickets cost 2 and adults tickets cost 3 If 1050 was collected in ticket sales how many of each type of ticket were sold?
Wiki User
∙ 13y ago
S = student
A = adult
2S +3A = 1050
also
S + A = 400
2S + 2A = 800
2S + 3A + 1050
subtract equations
-A = - 250
A = 250
S = 150
Wiki User
∙ 13y ago
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The attendance at a ball game was 400 people Student tickets are 2 and Adult tickets are 3 If 1050 was collected in ticket sales how many of each type of ticket were sold?
s- student, price of ticket is $2 a- adult, price for ticket i s$ 3 2*s money collected from students 3*s money collected from adults if a+s=400 and 3*a+2*s=1050 we have system of linear equations so a=400-s substitute in second equation a with 400-s then 3*(400-s) +2*s=1050 1200-3*s +2s=1050 1200 - s = 1050 -1200 -1200 -s = - 150 s=150 if s=150 then a=400-s so a=400-150, thus a=250 At the game sold 250 adult tickets and 150 student tickets
Juan and jamal collected 39 for tickets to the science museum adult tickets cost seven and children's cost five how many adults and how many children plan to visit the museum?
2 adults and 5 children.
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
If an adult tickets costs 5.25 and a ticket for a child costs 2.25 how much does it cost for 2 adults and 2 children?
It costs 15.00 for two adults and two children.
A major sporting event has two ticket prices Children 38.00 and adults 75.00 How many children were at this event given that total attendance was 61679 and gate receipts were 3976390?
Set up a system of equations. Let C= the number of children in attendance and let A= the number of adults in attendance. Then, A + C = 61679 And, 38C + 75A = 3976390 Solve for C in the first equation. C = 61679 - A And plug it into the second equation. 38(61679 - A) + 75A = 3976390 2343802 - 38A + 75A = 3976390
Two hundred tickets for the school play were sold tickets cost 2 for students and 3 for adults the total amount collected w 490 how many student tickets sold?
110 students, 90 adults.
Two hundred tickets for the school play were sold Tickets cost 2 for students and 3 for adults The total amount collected was 490 How many student tickets were sold?
110
The attendance at a ball game was 400 people Student tickets are 2 and Adult tickets are 3 If 1050 was collected in ticket sales how many of each type of ticket were sold?
s- student, price of ticket is $2 a- adult, price for ticket i s$ 3 2*s money collected from students 3*s money collected from adults if a+s=400 and 3*a+2*s=1050 we have system of linear equations so a=400-s substitute in second equation a with 400-s then 3*(400-s) +2*s=1050 1200-3*s +2s=1050 1200 - s = 1050 -1200 -1200 -s = - 150 s=150 if s=150 then a=400-s so a=400-150, thus a=250 At the game sold 250 adult tickets and 150 student tickets
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?
Adults: 325 Student: 175
Juan and jamal collected 39 for tickets to the science museum adult tickets cost seven and children's cost five how many adults and how many children plan to visit the museum?
2 adults and 5 children.
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
Therese paid 18 dollars for tickets to a drama club show Each adult ticket cost 3 dollars and each student ticket cost two dollars How many different combinations of tickets could she have bought?
2 adults, 6 students 4 adults, 3 students 6 adults 9 students 4 combinations
Juan and jamal collectes 39.00 for tickets to the science museum adult tickets cost 7.00 and childrens tickets cost 5.00 how many adults and how man children plan to go visit the museum?
2 adults and five children
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
How much are Hard Rock Park tickets?
As of 2014, Hard Rock Park tickets for adults cost $39.95 and $29.95 for children. Annual passes for adults are $64.95 and $39.95 for children.
How much are no seat-belt tickets in Georgia?
15.00 for adults 25.00 for children 15.00 for adults 25.00 for children
How much are tickets at the Hollywood 20 movie Theatre in Greenville SC?
Typical Matinee tickets for adults are $7, while tickets for seniors and children are $6.50.
