IM 8.5.4 Practice: Tables, Equations, and Graphs of Functions

The graph and the table show the high temperatures in a city over a 10-day period.
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[/img][br][br][img]data:image/png;base64,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[/img][br][br]What was the high temperature on Day 7?
On which days was the high temperature 61 degrees?
Is the high temperature a function of the day? Explain how you know.
Is the day a function of the high temperature? Explain how you know.
The amount Lin’s sister earns at her part-time job is proportional to the number of hours she works. She earns $9.60 per hour.
Write an equation in the form [math]y=kx[/math] to describe this situation, where [math]x[/math] represents the hours she works and [math]y[/math] represents the dollars she earns.
Is [math]y[/math] a function of [math]x[/math]? Explain how you know.
Write an equation describing [math]x[/math] as a function of [math]y[/math].
Use the equation 2m + 4s = 16 to complete the table, then graph the line using s as the dependent variable.
Solve the system of equations:
[math]\begin{cases} y=7x+10 \\ y=\text-4x-23 \\ \end{cases}[/math]
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Information: IM 8.5.4 Practice: Tables, Equations, and Graphs of Functions