Practice problems 11 1

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Prac%ce Problems 11.1.13 Problem 1

a. What are the Independent and Dependent Variables? What are the units of each variable? IV = Units of IV = DV = Units of DV = b. Describe and explain the rela%onship between the units of the rate of change. c. What is the correla%on of the two func%ons; f1(x) and f2(x)? Ex: Posi%ve, Nega%ve, Zero Slope, Undefined d. What are the x-­‐intercepts of f1(x) and f2(x)? Solve algebraically. Explain if these are reasonable values. x-­‐int of f1(x) = x-­‐int of f2(x) = e.

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Prac%ce Problems 11.1.13 Problem 2

a. What are the Independent and Dependent Variables? What are the units of each variable? IV = Units of IV = DV = Units of DV = b. Describe and explain the rela%onship between the units of the rate of change. c. The first func%on is p=2.5n. What is the second func%on in slope-­‐intercept form? d. What is the ini%al value of the second func%on? e. What are the x-­‐intercepts of f1(x) and f2(x)? Solve algebraically. Explain if these are reasonable values. x-­‐int of f1(x) = x-­‐int of f2(x) = f.

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Prac%ce Problems 11.1.13 Problem 3

a. What are the Independent and Dependent Variables? What are the units of each variable? IV = Units of IV = DV = Units of DV = b. Describe and explain the rela%onship between the units of the rate of change. c. What is the correla%on of the two func%ons; f1(x) and f2(x)? Ex: Posi%ve, Nega%ve, Zero Slope, Undefined d. What is the x-­‐intercept of f1(x)? Solve algebraically. Explain if this is a reasonable value. x-­‐int of f1(x) =

e.

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Prac%ce Problems 11.1.13 Problem 4 a. What are the Independent and Dependent Variables? What are the units of each variable? IV = Units of IV = DV = Units of DV = b. Describe and explain the rela%onship between the units of the rate of change. c. What is the x-­‐intercept of f1(x)? Solve algebraically. Explain if this is a reasonable value. x-­‐int of f1(x) = d. Create a table of 5 points contained on the line. Include the y-­‐intercept and the x-­‐ intercept.

e.

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Prac%ce Problems 11.1.13 Problem 5 a. What are the Independent and Dependent Variables? What are the units of each variable? IV = Units of IV = DV = Units of DV = b. Describe and explain the rela%onship between the units of the rate of change. c. What is the x-­‐intercept of f1(x)? Solve algebraically. Explain if this is a reasonable value. x-­‐int of f1(x) = d. Create a table of 5 points contained on the line. Include the y-­‐intercept and the x-­‐ intercept.

e.

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