A.4.17.3 Phones in Homes
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.
![](data:image/png;base64,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)
1. Suppose a linear function, P, gives us the percentage of homes with only cell phones as a function of years since 2004, t.
Fit a line on the scatter plot to represent this function and write an equation that could define the function. Use function notation.
2. Use your equation to find the value of P(6). Then, explain what it means in this situation. 3. Use your equation to solve P(t)=30 for t. What does the solution represent? 4. 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? Show your reasoning.