7th Math 1.9 Classwork A
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Last updated over 2 years ago
11 questions
1
a) Write an equation of the form d=kc to represent the relationship between the number of combo meals bought and the total amount of money spent.
a) Write an equation of the form d=kc to represent the relationship between the number of combo meals bought and the total amount of money spent.
1
b) If Ms. Zangrilli wants to buy delicious combo meals for the entire Prize staff (35 people), how much money would they have to spend? Explain using your equation.
b) If Ms. Zangrilli wants to buy delicious combo meals for the entire Prize staff (35 people), how much money would they have to spend? Explain using your equation.
1
a) Write an equation to represent the relationship between hours working (h) and the number of word problems created (w)
a) Write an equation to represent the relationship between hours working (h) and the number of word problems created (w)
1
b) How many word problems would Mr. Hwung be able to write if he spends 4.5 hours working on Saturday? Use your equation to answer. Draw your subsitution in the Formative SYW
b) How many word problems would Mr. Hwung be able to write if he spends 4.5 hours working on Saturday? Use your equation to answer.
Draw your subsitution in the Formative SYW
1
a) Write an equation to represent the relationship between hours renting and the total cost. Let hours be h and total cost be c.
a) Write an equation to represent the relationship between hours renting and the total cost. Let hours be h and total cost be c.
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b) Kevin wants to rent the Mancini Mach 10™ for an entire day (24 hours). How much would he have to pay? Use your equation to prove your answer. Draw your subsitution in the Formative SYW
b) Kevin wants to rent the Mancini Mach 10™ for an entire day (24 hours). How much would he have to pay? Use your equation to prove your answer.
Draw your subsitution in the Formative SYW
1
a) What is the constant of proportionality? What does it mean in the context of the problem?
a) What is the constant of proportionality? What does it mean in the context of the problem?
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b) Write an equation in the form of m=kg to represent the relationship between gallons of gas (g) and miles driven (m).
b) Write an equation in the form of m=kg to represent the relationship between gallons of gas (g) and miles driven (m).
1
c) If the two teachers fill up their gas tank with 11 gallons of gas, what is the farthest distance they can drive? Use your equation.
c) If the two teachers fill up their gas tank with 11 gallons of gas, what is the farthest distance they can drive? Use your equation.
4
Talking about Takis!--Some 7th graders went to Mancini Mart to buy Takis. The large bag of Takis sells for $4 and contains 65 chips. Let c be the number of chips received and let d be the dollars spent.
a) Which of the students wrote the correct equation? Explain why.
CFS:#1: Accurately computes unit rate or constant of proportionality#2: Uses accurate unit rate and variables to represent proportional relationship with equation
Talking about Takis!--Some 7th graders went to Mancini Mart to buy Takis. The large bag of Takis sells for $4 and contains 65 chips. Let c be the number of chips received and let d be the dollars spent.
a) Which of the students wrote the correct equation? Explain why.
CFS:
#1: Accurately computes unit rate or constant of proportionality
#2: Uses accurate unit rate and variables to represent proportional relationship with equation
4
b) Later in the day, a student spent $16 just on Takis. How many chips should they receive? Explain using the correct equation.
"When they spend $16 on Takis, they should receive... because..."
CFS:#2: Uses accurate unit rate and variables to represent proportional relationship with equation#3: Explains using relevant vocabulary and evidence
b) Later in the day, a student spent $16 just on Takis. How many chips should they receive? Explain using the correct equation.
"When they spend $16 on Takis, they should receive... because..."
CFS:
#2: Uses accurate unit rate and variables to represent proportional relationship with equation
#3: Explains using relevant vocabulary and evidence