Suppose the graph of a function f is given. Write an equa- tion for each of the graphs that are obtained from the graph of f as follows. (a) Shift upward 3 units (b) Shift downward 3 units (c) Shift 3 units to the right (d) Shift 3 units to the left (e) Reflect in the x-axis (f) Reflect in the y-axis (g) Stretch vertically by a factor of 3 (h) Shrink vertically by a factor of (i) Shrink horizontally by a factor of (j) Stretch horizontally by a factor of 3

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Q: Practice 5.2 Question #2

A: Subpart (a)Consider the given function

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A: The domain is the set of all real numbers R and range is the set -1, 0, 1.

Q: Assume whether the function graphed in the accompanying figure is continuous on [-1,3]. y = k(x) 2 3

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A: Given, Transformation:

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A: follow the next steps

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Q: Find the local extrema for the function graphed in the fgure belew local madmn K. - lacal miniun

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A: Given:- The function g(x) in terms of f(x) if the graph of g is obtained by reflecting the graph of…

Q: Show that the graph of the function h is symmetric about the origin, given that h(x) = (1 + x2)/(x…

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Q: If f is an odd function, then f(-x) =________ . The graph of an odd function is symmetric with…

A: we have to fill in the blanks: If f is an odd function, then f(-x) =________ . The graph of an odd…

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A: According to given, The graph of the given function is given by,

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