IM Alg1.4.9 Practice: Comparing Graphs

Functions R and D give the height, in feet, of a toy rocket and a drone, t seconds after they are released.
[size=150]Here are the graphs of [math]R[/math] (for the rocket) and [math]D[/math] (for the drone).[/size][br][img]data:image/png;base64,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[/img][br][br][size=150]Write each statement in function notation:[/size][br]At 3 seconds, the toy rocket is higher than the drone.[br]
At the start, the toy rocket is 25 feet above the drone.[br]
[size=150][math]A\left(t\right)[/math] is the average high temperature in Aspen, Colorado, [math]t[/math] months after the start of the year. [br][math]M\left(t\right)[/math] is the average high temperature in Minneapolis, Minnesota, [math]t[/math] months after the start of the year. [br][/size][size=150]Temperature is measured in degrees Fahrenheit.[/size][br][img]data:image/png;base64,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[/img][br]Which function had the higher average rate of change between the beginning of January and middle of March?
What does this mean about the temperature in the two cities?
Here are two graphs representing functions f and g.
[img]data:image/png;base64,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[/img][br][br]Select [b]all [/b]statements that are true about functions [math]f[/math] and [math]g[/math].
The three graphs represent the progress of three runners in a 400-meter race.
[table][tr][td][table][tr][td][size=150]The solid line represents runner A. [br]The dotted line represents runner B. [br]The dashed line represents runner C.[/size][br][br][/td][/tr][/table][br][/td][td][img]data:image/png;base64,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[/img][br][/td][/tr][/table][br]One runner ran at a constant rate throughout the race. Which one?[br]
A second runner stopped running for a while. Which one? During which interval of time did that happen?[br]
Describe the third runner's race. Be as specific as possible.[br]
Who won the race? Explain how you know.[br]
Function A gives the area, in square inches, of a square with side length x inches. Complete the table.
Represent function [math]A[/math] using an equation.[br]
Sketch a graph of function A.
[size=150]Function [math]f[/math] is represented by [math]f\left(x\right)=5\left(x+11\right)[/math].[br][/size][br]Find [math]f\left(-2\right)[/math]
Find the value of [math]x[/math] such that [math]f\left(x\right)=90[/math] is true.[br]
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Information: IM Alg1.4.9 Practice: Comparing Graphs