Chapter Review - Tuesday Review Game – Wednesday Celebration of Knowledge - Thursday.
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Transcript of Chapter Review - Tuesday Review Game – Wednesday Celebration of Knowledge - Thursday.
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Chapter Review - TuesdayReview Game – Wednesday
Celebration of Knowledge - Thursday
Function Table and Inequalities
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Prayer
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h – 6 ≥ 13 5y > 30
Solve each inequality
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Johanna’s parents give her $10 per week for lunch money. She cannot decide whether she wants to buy or pack her lunch. If a hot lunch at school costs $2, write and solve an inequality to find the maximum number of times per week Johanna can buy her lunch.
2m ≤ 10
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Tino’s Pizza charges $9 for cheese pizza. Eileen has $45 to buy pizza for the Spanish Club. Write and solve an inequality to find the maximum number of pizzas that Eileen can buy.
9p ≤ 45
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p - f + 0.3 < 1.7
Solve each inequality
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Write a word problem that would have the solution p ≤ 21
Find a partner of your choosing – 3 partner pairs will have to share
with the class.
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Regina sent m text messages before lunch. She sent another 4 text messages after lunch. She sent less than 7 text messages today. How many text messages could she have sent before lunch. Write and graph your inequality.
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Write and solve a word problem using the inequality x + 6 ≤ 25.
Find a new partner to create a word problem
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Lacey is writing an inequality for the expression at least 10 hours of community service. Find her mistake and correct it. Explain why she was wrong.
c ≤ 10
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Input (x) 4x + 2 Output
136
Function Tables
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Input (x) x – 1 Output
024
Function Table
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Input (x) 2x – 6 Output0612
Function Table
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Ricky weighs 2 pounds more than twice his sister’s weight. The function rule, 2x+2 where x is his sister’s weight, can be used to find Ricky’s weight. Make a table of values that show Ricardo’s weight when his sister is 20, 30, and 40 pounds. Then graph the function. Ricky’s
Sister’s weight (x)
2x + 2 Ricky’s weight
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The Johnson family drove at a rate of 55 miles per hour. The function rule that represents this situation is 55x, where x is the number of hours. Make a table to find how many hours they have traveled when they have driven 165, 220, 275 miles. Then graph the function.
Hours (x)
55x Miles (y)