LEVEL 2
Using the substitution method, what is the solution to the system of equations?
SHOW YOUR WORK.
LEVEL 2
Using the substitution method, what is the solution to the system of equations?
SHOW YOUR WORK.
LEVEL 2
Using the substitution method, what is the solution to the system of equations?
SHOW YOUR WORK.
LEVEL 2
Using the elimination method, what is the solution to the system of equations?
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LEVEL 2
Solve the system of equations by graphing. You MUST have a graph to receive full credit!
LEVEL 2
Which ordered pair is a solution of the inequality: 6x−2y > 12?
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LEVEL 2
Which system of inequalities is shown in the graph?
LEVEL 2
What is the solution to the inequalities? Shade the area that represents the solution set?
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LEVEL 2
Jamal has a $50 budget to buy pens and notebooks for an event. He plans to buy pens that cost $2.75 each and notebooks that cost $5.25 each. Which inequality represents the number of pens " x" and notebooks "y", that Jamal can buy?
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LEVEL 3
Using the substitution method or the elimination method, what is the solution to the system of equations?
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LEVEL 3
Keegan bought 5 T-shirts and 2 pairs of shorts for $49.50. Each pair of shorts "s " cost twice as much as each T-shirt " t ".
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A. Which system of equations (shown in the Show Your Work box) can be used to find the price of the shorts and T-shirts?
B. How much did Keegan pay for each T-shirt and each pair of shorts?
T-shirt:
Shorts:
LEVEL 3
What is the inequality shown in the graph?
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LEVEL 4
The manager of a movie theater compared ticket sales for two movies showing on the same night. For the first movie, 150 adult tickets and 100 child tickets were sold for $3,087.50 in total ticket sales. For the second movie, 200 adult tickets and 150 child tickets were sold for $4,287.50 in total ticket sales. What was the price of each adult and each child ticket?
SHOW YOUR WORK.
Adult Ticket:
Child Ticket:
LEVEL 4
Layla rents a table at the farmers market for $8.50 per hour. She wants to sell enough $6 flower bouquets to earn at least $400.
A. Write an inequality to represent the number of bouquets "x" Layla needs to sell and the number of hours "y" she needs to rent the table.
If the farmer's market is open for 5 hours, how many bouquets does she need to sell to meet her goal?
If she rents the table for 3 hours, and she sells 70 bouquets, will she meet her goal? Why or why not?
SHOW YOUR WORK.