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    Mathematics
  3. Study Set
    Calculus
  4. Exam
    Exam 6: Inverse Functions
  5. Question
    Find the Inverse of F\(\ge\) 0 A)f <Sup>-</Sup><sup>1</sup>(x) = - , X
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Find the Inverse of F ≥\ge≥ 0

A)f -1(x) = - , X

Question 48

Question 48

Multiple Choice

Find the inverse of F. Then sketch the graphs of f and f -1 on the same set of axes.f (x) =  Find the inverse of F. Then sketch the graphs of f and f <sup>-</sup><sup>1</sup> on the same set of axes.f (x)  =   , x  \ge  0  A) f <sup>-</sup><sup>1</sup>(x)  = -   , x  \ge  0   B) f <sup>-</sup><sup>1</sup>(x)  =   , x  \ge  0   C) f <sup>-</sup><sup>1</sup>(x)  =   , x  \ge  0   D) f <sup>-</sup><sup>1</sup>(x)  = -   , x  \ge  0    , x ≥\ge≥ 0


A) f -1(x) = -  Find the inverse of F. Then sketch the graphs of f and f <sup>-</sup><sup>1</sup> on the same set of axes.f (x)  =   , x  \ge  0  A) f <sup>-</sup><sup>1</sup>(x)  = -   , x  \ge  0   B) f <sup>-</sup><sup>1</sup>(x)  =   , x  \ge  0   C) f <sup>-</sup><sup>1</sup>(x)  =   , x  \ge  0   D) f <sup>-</sup><sup>1</sup>(x)  = -   , x  \ge  0    , x ≥\ge≥ 0  Find the inverse of F. Then sketch the graphs of f and f <sup>-</sup><sup>1</sup> on the same set of axes.f (x)  =   , x  \ge  0  A) f <sup>-</sup><sup>1</sup>(x)  = -   , x  \ge  0   B) f <sup>-</sup><sup>1</sup>(x)  =   , x  \ge  0   C) f <sup>-</sup><sup>1</sup>(x)  =   , x  \ge  0   D) f <sup>-</sup><sup>1</sup>(x)  = -   , x  \ge  0
B) f -1(x) =  Find the inverse of F. Then sketch the graphs of f and f <sup>-</sup><sup>1</sup> on the same set of axes.f (x)  =   , x  \ge  0  A) f <sup>-</sup><sup>1</sup>(x)  = -   , x  \ge  0   B) f <sup>-</sup><sup>1</sup>(x)  =   , x  \ge  0   C) f <sup>-</sup><sup>1</sup>(x)  =   , x  \ge  0   D) f <sup>-</sup><sup>1</sup>(x)  = -   , x  \ge  0    , x ≥\ge≥ 0  Find the inverse of F. Then sketch the graphs of f and f <sup>-</sup><sup>1</sup> on the same set of axes.f (x)  =   , x  \ge  0  A) f <sup>-</sup><sup>1</sup>(x)  = -   , x  \ge  0   B) f <sup>-</sup><sup>1</sup>(x)  =   , x  \ge  0   C) f <sup>-</sup><sup>1</sup>(x)  =   , x  \ge  0   D) f <sup>-</sup><sup>1</sup>(x)  = -   , x  \ge  0
C) f -1(x) =  Find the inverse of F. Then sketch the graphs of f and f <sup>-</sup><sup>1</sup> on the same set of axes.f (x)  =   , x  \ge  0  A) f <sup>-</sup><sup>1</sup>(x)  = -   , x  \ge  0   B) f <sup>-</sup><sup>1</sup>(x)  =   , x  \ge  0   C) f <sup>-</sup><sup>1</sup>(x)  =   , x  \ge  0   D) f <sup>-</sup><sup>1</sup>(x)  = -   , x  \ge  0    , x ≥\ge≥ 0  Find the inverse of F. Then sketch the graphs of f and f <sup>-</sup><sup>1</sup> on the same set of axes.f (x)  =   , x  \ge  0  A) f <sup>-</sup><sup>1</sup>(x)  = -   , x  \ge  0   B) f <sup>-</sup><sup>1</sup>(x)  =   , x  \ge  0   C) f <sup>-</sup><sup>1</sup>(x)  =   , x  \ge  0   D) f <sup>-</sup><sup>1</sup>(x)  = -   , x  \ge  0
D) f -1(x) = -  Find the inverse of F. Then sketch the graphs of f and f <sup>-</sup><sup>1</sup> on the same set of axes.f (x)  =   , x  \ge  0  A) f <sup>-</sup><sup>1</sup>(x)  = -   , x  \ge  0   B) f <sup>-</sup><sup>1</sup>(x)  =   , x  \ge  0   C) f <sup>-</sup><sup>1</sup>(x)  =   , x  \ge  0   D) f <sup>-</sup><sup>1</sup>(x)  = -   , x  \ge  0    , x ≥\ge≥ 0  Find the inverse of F. Then sketch the graphs of f and f <sup>-</sup><sup>1</sup> on the same set of axes.f (x)  =   , x  \ge  0  A) f <sup>-</sup><sup>1</sup>(x)  = -   , x  \ge  0   B) f <sup>-</sup><sup>1</sup>(x)  =   , x  \ge  0   C) f <sup>-</sup><sup>1</sup>(x)  =   , x  \ge  0   D) f <sup>-</sup><sup>1</sup>(x)  = -   , x  \ge  0

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