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Consider the function f with domain [0, 12] whose graph is shown below. Consider the function f with domain [0, 12] whose graph is shown below.     A) What is the largest interval contained in the domain of f on which f is increasing? B) Let g denote the function obtained from f by restricting the domain to the interval in part (a). What is the domain of g <sup>-</sup><sup>1</sup> ? A) What is the largest interval contained in the domain of f on which f is increasing? B) Let g denote the function obtained from f by restricting the domain to the interval in part (a). What is the domain of g -1 ?

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Part A: [3...

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If f(x) = 6x + b and g(x) = 6x + c, then f If f(x) = 6x + b and g(x) = 6x + c, then f   g = g  f if and only if b = c. g = g 11eecfcf_3157_7930_ac77_83cb757619bc_TB10659_11f if and only if b = c.

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If f is defined by the first table of values, then If f is defined by the first table of values, then   is defined for the last table of values, regardless the value of k.   is defined for the last table of values, regardless the value of k. If f is defined by the first table of values, then   is defined for the last table of values, regardless the value of k.

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Assume that Assume that      . Find a number b such that      . . Find a number b such that Assume that      . Find a number b such that      . .

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Suppose Suppose      . If f(x) = (x + 9)<sup>2</sup>, then find a function g such that     . . If f(x) = (x + 9)2, then find a function g such that Suppose      . If f(x) = (x + 9)<sup>2</sup>, then find a function g such that     . .

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Let f(x) = x2 - x3 with domain [-1, 2] and range [-4, 2], whose graph is shown below. The graph of g is obtained by stretching the graph of f by a factor of Let f(x) = x<sup>2</sup> - x<sup>3</sup> with domain [-1, 2] and range [-4, 2], whose graph is shown below. The graph of g is obtained by stretching the graph of f by a factor of    in the horizontal direction.      A) Find the domain of g B) Give a formula for g C) Find the range of g D) Sketch the graph of g in the horizontal direction. Let f(x) = x<sup>2</sup> - x<sup>3</sup> with domain [-1, 2] and range [-4, 2], whose graph is shown below. The graph of g is obtained by stretching the graph of f by a factor of    in the horizontal direction.      A) Find the domain of g B) Give a formula for g C) Find the range of g D) Sketch the graph of g A) Find the domain of g B) Give a formula for g C) Find the range of g D) Sketch the graph of g

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Part A: [-1/4, 1/2]
...

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If f is the function with domain [-2, 2] whose graph is shown below, then f(12)≥f(−12)f\left(\frac{1}{2}\right) \geq f\left(-\frac{1}{2}\right) .  If f is the function with domain [-2, 2] whose graph is shown below, then  f\left(\frac{1}{2}\right) \geq f\left(-\frac{1}{2}\right) .

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For For    and   , find a formula for    . Simplify your results as much as possible. and For    and   , find a formula for    . Simplify your results as much as possible. , find a formula for For    and   , find a formula for    . Simplify your results as much as possible. . Simplify your results as much as possible.

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Let f(x) = x2 - x3 with domain [-1, 2] and range [-4, 2], whose graph is shown below. The graph of g is obtained by shifting the graph of f up 4 units. Let f(x) = x<sup>2</sup> - x<sup>3</sup> with domain [-1, 2] and range [-4, 2], whose graph is shown below. The graph of g is obtained by shifting the graph of f up 4 units.      A) Find the domain of g B) Give a formula for g C) Find the range of g D) Sketch the graph of g A) Find the domain of g B) Give a formula for g C) Find the range of g D) Sketch the graph of g

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Part A: [-1, 2]
Part...

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Find a number c such that Find a number c such that  , where   And    . A)  241 B)  -239 C)  -209 D)  -210, where Find a number c such that  , where   And    . A)  241 B)  -239 C)  -209 D)  -210 And Find a number c such that  , where   And    . A)  241 B)  -239 C)  -209 D)  -210 .


A) 241
B) -239
C) -209
D) -210

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For For    and   , find a formula for    . Simplify your results as much as possible. and For    and   , find a formula for    . Simplify your results as much as possible. , find a formula for For    and   , find a formula for    . Simplify your results as much as possible. . Simplify your results as much as possible.

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Evaluate Evaluate    assuming that   and     . assuming that Evaluate    assuming that   and     . and Evaluate    assuming that   and     . .

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If the function f is given by the following table, then f−1f^{ -1} can be represented by the adjacent graph.  If the function f is given by the following table, then  f^{ -1}  can be represented by the adjacent graph.

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The graph of f(x) is shown below, its domain is [-2, 3]. Find the domain of g(x) = f(2x + 1) ? The graph of f(x)  is shown below, its domain is [-2, 3]. Find the domain of g(x)  = f(2x + 1) ?      A)  [-1, 4] B)  [1, 7] C)     D)  [-3, 2]


A) [-1, 4]
B) [1, 7]
C)
The graph of f(x)  is shown below, its domain is [-2, 3]. Find the domain of g(x)  = f(2x + 1) ?      A)  [-1, 4] B)  [1, 7] C)     D)  [-3, 2]
D) [-3, 2]

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Suppose Suppose      . Find the domain of f<sup> -</sup><sup>1</sup>. . Find the domain of f -1.

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Evaluate Evaluate  Assuming that  And     . A)     B)     C)     D)    Assuming that Evaluate  Assuming that  And     . A)     B)     C)     D)    And Evaluate  Assuming that  And     . A)     B)     C)     D)    .


A)
Evaluate  Assuming that  And     . A)     B)     C)     D)
B)
Evaluate  Assuming that  And     . A)     B)     C)     D)
C)
Evaluate  Assuming that  And     . A)     B)     C)     D)
D)
Evaluate  Assuming that  And     . A)     B)     C)     D)

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For For    and   , find a formula for    . Simplify your results as much as possible. and For    and   , find a formula for    . Simplify your results as much as possible. , find a formula for For    and   , find a formula for    . Simplify your results as much as possible. . Simplify your results as much as possible.

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Given Given    . Find the value(s)  of x such that f(x)  = 1. I    II    III    A)  I B)  II C)  III D)  I and III . Find the value(s) of x such that f(x) = 1. I Given    . Find the value(s)  of x such that f(x)  = 1. I    II    III    A)  I B)  II C)  III D)  I and III II Given    . Find the value(s)  of x such that f(x)  = 1. I    II    III    A)  I B)  II C)  III D)  I and III III Given    . Find the value(s)  of x such that f(x)  = 1. I    II    III    A)  I B)  II C)  III D)  I and III


A) I
B) II
C) III
D) I and III

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Assume that Assume that     for all real numbers x not equal to -7. Evaluate and simplify the expression.   for all real numbers x not equal to -7. Evaluate and simplify the expression. Assume that     for all real numbers x not equal to -7. Evaluate and simplify the expression.

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Suppose h(x) = -6 - 2x2, where the domain of h is the set of positive numbers. Find a formula for h-1.

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