Graphing
y= x+2
y= −x+6
(2, 4)
y = 4
x + y = 10
(6, 4)
x + y = 8
−x + 2y = 4
(4, 4)
Tickets to a movie cost $5 for adults and $3 for students. A group of friends purchased 18 tickets for $82.00. How many adult tickets and student tickets did they buy?
(14, 4)
y= 2x−1
y= −x+8
(3, 5)
x = −2
2x + y = 7
(-2, 11)
2x + y = 9
−2x + 3y = 7
(2, 5)
A theater is selling tickets for a performance. Mr. Smith purchased 8 senior tickets and 5 child tickets for $136 for his friends and family. Mr. Jackson purchased 4 senior tickets and 6 child tickets for $96. What is the price of each type of ticket?
(12, 8)
y= −2x+7
y= x−2
(3, 1)
y = 2x
x + y = 9
(3, 6)
x + 2y = 10
−x + 3y = 5
(4, 3)
A school play sold 25 tickets. Adult tickets cost $8 and student tickets cost $5. The school made $170 from ticket sales. How many adult tickets and student tickets were sold?
(5, 20)
y= 3x−5
y= −x+7
(3, 4)
x = 5y
x + y = 12
(10, 2)
−3x + 2y = 4
3x + y = 11
(2, 5)
A basketball game sold 30 tickets. Adult tickets cost $7 and student tickets cost $4. The total money collected was $162. How many adult tickets and student tickets were sold?
(14, 16)
y= −x+1
y= 2x−8
(3, -2)
y = 5x
2x + y = 21
(3, 15)
2x − y = 7
−2x + 4y = 8
(4, 1)
A school is selling tickets for a basketball game. Mrs. Johnson purchased 6 adult tickets and 4 student tickets for $76. Mr. Davis purchased 3 adult tickets and 5 student tickets for $55. What is the price of each type of ticket?
(8, 7)