Library+of+Functions-Target+A-Great+Abs-Practice+Problems

**Target 6A: Graph Absolute Value Functions and Identify the Domain and Range**
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 * 1-4) Write down the function below. Drag the blue point that is on the vertex of the blue absolute value function to match the red equation below. Sketch the correct graph. Repeat three times.**

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 * 5-8) Try to match the red function to the pink one shown by manipulating the numerator and denominator sliders on the right. Sketch the function and the equation when it matches. Repeat three times.**


 * Use a 10 by 10 axis, graph the function. Make sure to label the vertex. Is the function increasing or decreasing in 3 __<__ x __<__ 6? State the domain and range.**

math \textbf{9)} \ \ f(x)=|x+3| math

math \textbf{10)} \ \ g(x)=|x|+3 math

math \textbf{11)} \ \ h(x)=\text{-}2|x-1| math

math \textbf{12)} \ \ j(x)=\dfrac{1}{3}|x|-1 math

math \textbf{13)} \ \ k(x)=|x+3|-1 math

math \textbf{14)} \ \ m(x)=2|x-2|+3 math


 * Given the graph, write an equation for the absolute value function. State the domain and range.**

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