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Cut-outs for Candy!

Cut-outs for Candy!. Four types of problems:. Rules:. Must complete at least one problem from each letter before moving on to the next letter. Complete one cut-out, get one piece of candy. Try to do as many as possible. Work on the type of problem you need practice with.

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Cut-outs for Candy!

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  1. Cut-outs for Candy! Four types of problems: Rules: Must complete at least oneproblem from each letter before moving on to the next letter. Complete one cut-out, get one piece of candy. Try to do as many as possible. Work on the type of problem you need practice with. A: Naked problems that are already in y=mx+b form. (6) B: Naked problems that need to be put in y=mx+b form. (4) C: Word problems that are already in y=mx+b form. (4) D: Word problems that are not already in y=mx+b form. (3)

  2. A1. Find the solution to the system of equations using a table or a graph: y = x – 5 y = (-1/6)x + 2

  3. A2. Find the solution to the system of equations using a table or a graph: y = (-3/4)x + 1 y = (-5/8)x + (1/2)

  4. A3. Find the solution to the system of equations using a table or a graph: y = ½ x y = (-2/3)x – 7

  5. A4. Find the solution to the system of equations using a table or a graph: y = -2x +3 y = x + 6

  6. A5. Find the solution to the system of equations using a table or a graph:

  7. A6. Find the solution to the system of equations using a table or a graph:

  8. B1. Find the solution to the system of equations using a table or a graph:

  9. B2. Find the solution to the system of equations using a table or a graph:

  10. B3. Find the solution to the system of equations using a table or a graph: - 3 x + 4 y = 27 2 x - 4 y = -22

  11. B4. Find the solution to the system of equations using a table or a graph: x - 5 y = -23 2 x + 3 y = 19

  12. C1. Carlos is going to get a new cell phone. An LG Touch costs $200, and comes with a plan that is $50 a month. An iPhone costs $400, and comes with a plan that is $30 a month. At what month will the cell phones be the same cost? Which phone is cheaper if Carlos will keep his phone for a year? x = ________ y = ________ Write an equation for the LG Touch $ ____________________ Write an equation for the iPhone $: ______________________ Find the solution to your system of equations.

  13. C2. Sally goes to the Texas Rodeo and pays $5 entry fee plus $2 per ride. The next weekend she goes to the Dallas Rodeo and pays $10 entry fee plus $1 per ride. At what number of rides is the cost for the Texas Rodeo and the Dallas Rodeo the same? x = ________ y = ________ Write an equation for the Texas Rodeo $ ____________________ Write an equation for the Dallas Rodeo $: ______________________ Find the solution to your system of equations.

  14. C3. Jenna has $1500 in a savings account. She adds $30 to her account each month. Luis has $2400 in his savings account. He withdraws $30 from his account each month. At what month will they have the same amount in their accounts? What will the balance be? x = ________ y = ________ Write an equation for Jenna’s $ ____________________ Write an equation for Luis’ $: ______________________ Find the solution to your system of equations.

  15. C4. A tub containing 16 gallons of water is draining at a rate of 1 gallon per hour. A basin of 3.5 gallons of water is draining at a rate of 0.1 gallons every hour. If both containers start draining at the same time, when will they hold the same amount of water? x = ________ y = ________ Write an equation for the water left in the tub: ____________________ Write an equation for the water left in the basin: __________________ Find the solution to your system of equations.

  16. D1. The price of 2 pounds of puppy chow and 2 pounds of kitten food is $14.50. The price of 4 pounds of puppy chow and 1 pound of kitten food is $17. What is the cost of 1 pound of puppy chow? x = ________ y = ________ Write the two equations described in this problem: ____________________ __________________ Find the solution to your system of equations.

  17. D2. Terry went to his favorite burger joint which sells Ultra Burgers and Deluxe Burgers. Ultra Burgers cost $3 and Deluxe Burgers cost $2. Terry bought a total of 7 hamburgers for $20. How many of each burger did Terry buy? x = ________ y = ________ Write the two equations described in this problem: ____________________ __________________ Find the solution to your system of equations.

  18. D3. Jennifer went to the movies with her friends. Together, they bought 3 large soft drinks and 2 bags of popcorn and it cost $35. They went again the next weekend and bought 4 soft drinks and 3 popcorns and the cost was $50. Jennifer’s mom was upset about spending so much money and demanded to know how much the popcorn and drinks each cost. x = ________ y = ________ Write the two equations described in this problem: ____________________ __________________ Find the solution to your system of equations.

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