IM 6.6.16 Lesson: Two Related Quantities, Part 1

Which one would you choose? Explain your reasoning.
[list][*]A 5-pound jug of honey for $15.35[/*][*]Three 1.5-pound jars of honey for $13.05[/*][/list][img]data:image/png;base64,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[/img]
Lin needs to mix a specific shade of orange paint for the set of the school play. The color uses 3 parts yellow for every 2 parts red. Complete the table to show different combinations of red and yellow paint that will make the shade of orange Lin needs.
Lin notices that the number of cups of red paint is always [math]\frac{2}{5}[/math] of the total number of cups. She writes the equation [math]r=\frac{2}{5}t[/math] to describe the relationship. Which is the [b]independent variable[/b]? Which is the [b]dependent variable[/b]? Explain how you know.
Write an equation that describes the relationship between [math]r[/math] and [math]y[/math] where [math]y[/math] is the independent variable.
Write an equation that describes the relationship between [math]y[/math] and [math]r[/math] where [math]r[/math] is the independent variable.
Use the points in the table to create two graphs that show the relationship between r and y. Match each relationship to one of the equations you wrote.
Use the points in the table to create two graphs that show the relationship between r and y. Match each relationship to one of the equations you wrote.
A fruit stand sells apples, peaches, and tomatoes. Today, they sold 4 apples for every 5 peaches. They sold 2 peaches for every 3 tomatoes. They sold 132 pieces of fruit in total. How many of each fruit did they sell?

IM 6.6.16 Practice: Two Related Quantities, Part 1

Here is a graph that shows some values for the number of cups of sugar, [math]s[/math], required to make [math]x[/math] batches of brownies.[br][br][img]data:image/png;base64,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[/img]
Complete the table so that the pair of numbers in each column represents the coordinates of a point on the graph.
What does the point [math](8,4)[/math] mean in terms of the amount of sugar and number of batches of brownies?
Write an equation that shows the amount of sugar in terms of the number of batches.
Each serving of a certain fruit snack contains 90 calories.
Han wants to know how many calories he gets from the fruit snacks. Write an equation that shows the number of calories, [math]c[/math], in terms of the number of servings, [math]n[/math].[br]
Tyler needs some extra calories each day during his sports season. He wants to know how many servings he can have each day if all the extra calories come from the fruit snack. Write an equation that shows the number of calories, [math]c[/math], in terms of the number of servings, [math]n[/math].[br]
Kiran shops for books during a 20% off sale.
What percent of the original price of a book does Kiran pay during the sale?[br]
Complete the table to show how much Kiran pays for books during the sale.
Write an equation that relates the sale price, [math]s[/math], to the original price [math]p[/math].
Create a graph showing the relationship between the sale price and the original price by plotting the points from the table.
Evaluate the expression when x is 4 and y is 6.
[math]\left(6-x\right)^3+y[/math]
[math]2+x^3[/math]
[math]2^x-2y[/math]
[math]\left(\frac{1}{2}\right)^x[/math]
[math]1^x+2^x[/math]
[math]\frac{2^x}{x^2}[/math]
Find [math]\left(12.34\right)\cdot\left(0.7\right)[/math]. Show your reasoning.
For each expression, write another division expression that has the same value and that can be used to help find the quotient. Then, find each quotient.
[math]302.1\div0.5[/math]
[math]12.15\div0.02[/math]
[math]1.375\div0.11[/math]

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