1. Question A: In a game, the two players scored a total of 121 points
Question A: In a game, the two players scored a total of 121 points. One player had 15 more points than the other player. How many points did the player with the fewer points score?

2. Question B: Mr. Smith purchased 20 concert tickets for a total of $200
Question B: Mr. Smith purchased 20 concert tickets for a total of $200. The concert tickets cost $10 for adults and $5 for children under 12. How many tickets for children under 12 did Mr. Smith purchase?

3. Question C
Given the system of the following two linear equations: 3y + x = 7 4y - 2x = 2 What would be the first step in eliminating the variable x?

4. Question D:
Does the solution (3,-1) satisfy the following equation 2y=x-5. Explain how you know.

5. Question E
What value of a satisfies the system of equations below? a + b = 7 a + 2b = 5

6. Question F
What value of b satisfies the system of equations below? a + b = 7 a + 2b = 5

7. Question G
What value of c and d in the following system of equations below? 5c + 3d = 42 3c + d = 22

8. Question H
Given the following system of equation solve for f and g. 2f - 3g=12 5f + 4g = 7

9. Question I
What are the r and s values in this system of equations? 2r + 4s = 8 2s = r + 8

10. Question J
You will need a piece of graph paper. Determine if the solution will be one solution, infinitely many solution or no solution by graphing the following systems. y = x - 3 y = -x + 5