IM Alg1.4.17 Lesson: Writing Inverse Functions to Solve Problems

A tank contained some water.
[size=150]The function [math]w[/math] represents the relationship between [math]t[/math], time in minutes, and the amount of water in the tank in liters. The equation [math]w\left(t\right)=80-2.5t[/math] defines this function.[br][/size][br]Discuss with a partner:[br][list][*]How is the water in the tank changing? Be as specific as possible.[/*][*]What does [math]w\left(t\right)[/math] represent? Is [math]w\left(t\right)[/math] the input or the output of this function?[/*][/list]
Sketch a graph of the function. Be sure to label the axes.
A tank contained 80 liters of water.
The function [math]w[/math] represents the relationship between [math]t[/math], time in minutes, and the amount of water in the tank in liters. The equation [math]w\left(t\right)=80-2.5t[/math] defines this function.[br][br]How much water will be in the tank after 13 minutes?
How many minutes will it take until the tank has 5 liters of water?[br]
In this situation, what information can we gain from the inverse of function [math]w[/math]?[br]
Find the inverse of function [math]w[/math]. Explain your reasoning.[br]
How would the graph of the inverse function of [math]w[/math] compare to the graph of [math]w[/math]? [br]Describe your prediction or sketch it in the applet below.[br]
Be sure to label the axes.
In 2004, less than 5% of the homes in the U.S. relied only on a cell phone. Since then, the percentage of homes that used only cell phones have increased. Here are the percentages of homes with only cell phones from 2004 to 2009.
Suppose a linear function, [math]P[/math], gives us the percentage of homes with only cell phones as a function of years since 2004, [math]t[/math].[br][br]Fit a line on the scatter plot below to represent this function and write an equation that could define the function. Use function notation.
Use your equation to find the value of [math]P\left(6\right)[/math]. Then, explain what it means in this situation.[br]
Use your equation to solve [math]P\left(t\right)=30[/math] for [math]t[/math]. What does the solution represent?[br]
Suppose we want to know when the percentage of homes with only cell phones would reach 50%, 75%, or 100% (assuming that the trend continues and the function stays valid). What equation could be written to help us find those percentages?
How well do you think your model will work to predict the percentage of homes with only a cell phone in future years, for example, a decade or two decades from now? Explain your reasoning.

IM Alg1.4.17 Practice: Writing Inverse Functions to Solve Problems

The table shows the value of a car, in thousands of dollars, each year after it was purchased. Plot the data values, and find a line that fits the data.
Write an equation for the linear function, [math]C[/math], that gives the value of the car, in thousands of dollars, when its age is [math]t[/math] years.[br]
What does [math]C\left(6\right)[/math] mean in this situation?[br]
What is the value of [math]C\left(6\right)[/math]?
In this situation, what does the solution to the equation [math]C\left(t\right)=2[/math] tell us? Find that solution.[br]
Write an equation that would allow us to find the age of the car when we know [math]C\left(t\right)[/math].[br]
Use your equation to estimate the vehicle age when the value of the car will be $500.[br]
[size=150]The distance [math]d[/math], in kilometers, that a car travels at a speed of 80 km per hour, for [math]t[/math] hours, is given by the equation [math]d=80t[/math].[br][/size][br]If the car has gone 120 kilometers, how long has it been traveling?
Rewrite the equation to represent time, [math]t[/math], as a function of distance, [math]d[/math].[br]
Match each function to its inverse.
[size=150]Functions [math]h[/math] and [math]j[/math] are inverses. When [math]x[/math] is -10, the value of [math]h\left(x\right)[/math] is 7, or [math]h\left(-10\right)=7[/math].[/size][br][br]What is the value of [math]j\left(7\right)[/math]?
Determine if the point [math]\left(-10,7\right)[/math] is on the graph of [math]h[/math], on the graph of [math]j[/math], or neither.[br]Explain your reasoning.
Determine if the point [math]\left(7,-10\right)[/math] is on the graph of [math]h[/math], on the graph of [math]j[/math], or neither.[br]Explain your reasoning.
Crickets make chirping sounds by rubbing their wings together. The number of chirps they make is closely related to the temperature of their environment.
[br][table][tr][td]When the temperature is between 55 and 100 degrees Fahrenheit, we can tell the temperature by counting the number of chirps![br]A formula that is commonly used to find the temperature in degrees Fahrenheit is:[br]Count the number of chirps in 14 seconds, and then add 40 to get the temperature.[br]Let [math]n[/math] be the number of chirps that crickets make in 14 seconds and [math]F[/math] be the temperature in degrees Fahrenheit.[br][/td][td][img]data:image/png;base64,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[/img][/td][/tr][/table][br][br]What is the temperature when a cricket chirps 52 times in 14 seconds?[br]
Write an equation that defines [math]F[/math] as a function of [math]n[/math].
How many chirps would we expect to hear in 14 seconds when it is 60 degrees Fahrenheit?[br]
Write an equation that defines [math]n[/math] as a function of [math]F[/math].
Describe the domain and range of the function this graph represents.​​​​​​
[img]data:image/png;base64,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[/img]
The parking rate R for a car in a garage is a function of t, the hours it is parked.
Find [math]R\left(1\right)[/math].
Find [math]R\left(4.5\right)[/math].
Find [math]R\left(8\right)[/math].
Here are rules that define function f.
[math]\displaystyle f(x)=\begin{cases} 2, \quad & \text-5\leq x\leq 1 \\ x, \quad & 1< x< 5 \\ 7, \quad & 5\leq x\leq 7\\ \end{cases}[/math]
Draw the graph of f.

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