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the graph of F(x) = |x| is shown below. if you horizontally shift this function right 7 units, what is the equation of the new function?

the graph of F(x) = |x| is shown below. if you horizontally shift this function right-example-1
User Elitalon
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ANSWER:

C. G(x) = |x - 7|

Explanation:

An absolute value function has the following form:


y=|x-a|+b

Where (a, b) is the origin, if we want to move 7 units to the right, we must add 7 units on the x-axis, that is, in a, therefore, the function would be:


\begin{gathered} G\left(x\right)=\left|x-+7\right| \\ \\ G(x)=\lvert x-7\rvert \end{gathered}

So the correct answer is C. G(x) = |x - 7|

User Ivan Slaughter
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