How Much Does It Cost to Ride the Ferris Wheel? How Much Does It Cost to Slide on the Water

Systems of Equations Name Assignment Date Period

1. Two small pitchers and one large pitcher can hold 8 cups of water. One large pitcher minus one small pitcher constitutes 2 cups of water. How many cups of water can each pitcher hold?

2. A test has twenty questions worth 100 points. The test consists of True/False questions worth 3 points each and multiple choice questions worth 11 points each. How many multiple choice questions are on the test?

3. The equations 5x  2y  48 and 3x  2y  32 represent the money collected from school concert tickets sales during two class periods. If x represents the cost for each adult ticket and y represents the cost for each student ticket, what is the cost for each adult ticket?

4. Bill and Steve decide to spend the afternoon at an amusement park enjoying their favorite activities, the water slide and the gigantic Ferris wheel. Their tickets are stamped each time they slide or ride. At the end of the afternoon they have the following tickets:

Steve's Ticket Bill's Ticket Fun Time Amusements Fun Time Amusements Water Slide: Water Slide: Ferris Wheel: Ferris Wheel: Total: $17.70 Total: $15.55

How much does it cost to ride the Ferris Wheel? How much does it cost to slide on the Water Slide?

1 Systems of Equations Name Assignment Date Period

5. At a high school championship basketball game 1200 tickets were sold. Student tickets cost $1.50 each and adult tickets cost $5.00 each. The total revenue collected for the game was $3200. How many student tickets were sold? How many adult tickets were sold?

6. The treasurer of the student body at a college reported that the receipts from a recent concert totaled $916. Furthermore, he announced that 560 people had attended the concert. Students were charged $1.25 each for admission to the concert, and adults were charged $2.25 each. How many adults attended the concert?

7. Five hundred tickets were sold for a Saturday evening performance of a play. The tickets cost $7.50 for adults and $4.00 for children. A total of $3312.50 was received for all the tickets sold that Saturday evening. How many adults attended the play?