1. SOLVING SYSTEMS BY GRAPHING PT 1

2. 1.  What are the calculator steps in order to find the solution to a system in the calculator?

3. What is the solution to the below equations? Y=8x+4 Y=2(x+5) 2.

4. David needs a plumber. One local plumber charges a base fee of $30 and $25 an hour. The other plumber charges a base fee of $10 and $27 an hour. How many hours would they have to work to charge the same amount? (complete sentence) 3.

5. What is the solution to the below equations?  Y= 45+.003(x-15)  Y= 2x+15 4.

6. What is the solution to the below equations? Y = 8x – 5 and 5x + 3y = 14 5.

7. What is the solution to the below equations?  Y= 34+.25(x+9)  Y= -6x+200 6.

8. Jim researched two cleaning companies. One company charges $20 to come to your house and $12 an hour. The other company didn’t charge a fee to come to your house but charges $14 an hour. When do they charge the same amount? (complete sentence) 7.

9. 8. What is the slope and y intercept of the below equation? 15x – 5y = 20

10. 9. What is the solution to the below system? 5c – 2d = 23 and 2c + 8d = 18

11. Blanca wanted to join a gym. Gold’s gym charges a membership fee $120 an then $35 a month. Anytime Fitness charges a membership fee of $50 and then a monthly fee of $55. How many months would it take for both gyms to charge the same amount? (complete sentence) 10.

12. Sketch an example of what a ‘no solution’ system would look like. 11.

13. 12. Simplify the below expression. 4(x+2) - 5(2x+ 8)