Question

9) Let $j(x) = |x - 3| - 5$. a) Describe the transformations applied to the absolute value parent function to get the graph of $j(x)$. b) Sketch a \"good enough\" graph of $j(x)$. c) Label the $(x, y)$-coordinates of the \"corner point\" of $j(x)$. 10) The graph of the exponential $f(x) = \left(\frac{1}{2}\right)^x$ has been reflected over the x-axis and shifted left 3 units. Write the equation for this new function, $g(x)$. g(x) =

          9) Let $j(x) = |x - 3| - 5$.
a) Describe the transformations applied to the absolute value
parent function to get the graph of $j(x)$.
b) Sketch a \"good enough\" graph of $j(x)$.
c) Label the $(x, y)$-coordinates of the \"corner point\" of $j(x)$.
10) The graph of the exponential $f(x) = \left(\frac{1}{2}\right)^x$ has been reflected over the x-axis and shifted left 3 units. Write
the equation for this new function, $g(x)$.
g(x) =

9) Let j(x) = |x - 3| - 5.
a) Describe the transformations applied to the absolute value
parent function to get the graph of j(x).
b) Sketch a g̈ood enoughg̈raph of j(x).
c) Label the (x, y)-coordinates of the c̈orner pointöf j(x).
10) The graph of the exponential f(x) = ((1)/(2))^x has been reflected over the x-axis and shifted left 3 units. Write
the equation for this new function, g(x).
g(x) =

Added by Jon H.

Elementary and Intermediate Algebra

Alan S. Tussy, R. David Gustafson 5th Edition

Instant Answer

Solved by Expert Keondre Parker

Step 1

To get the graph of j(x), we first shift the parent function 3 units to the right. This is done by replacing x with (x-3), so we have f(x-3) = |x-3|. Show more…

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9Let j(x) = |x-3|-5 a) Describe the transformations applied to the absolute value parent function to get the graph of j(x). 10The graph of the exponential function x = e^x has been reflected over the x-axis and shifted left 3 units. Write the equation for this new function, g(x). g(x) =