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    Calculus Early
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    Exam 11: Power Series
  5. Question
    Find the Linear Approximating Polynomial for the Function Centered at A
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Find the Linear Approximating Polynomial for the Function Centered at A

Question 24

Question 24

Multiple Choice

Find the linear approximating polynomial for the function centered at a.
-f(x) = Find the linear approximating polynomial for the function centered at a. -f(x)  =   , a = 0 A) L(x)  =   x B)  L(x)  =   x C)  L(x)  = -   x D)  L(x)  = -   x , a = 0


A) L(x) = Find the linear approximating polynomial for the function centered at a. -f(x)  =   , a = 0 A) L(x)  =   x B)  L(x)  =   x C)  L(x)  = -   x D)  L(x)  = -   x x
B) L(x) = Find the linear approximating polynomial for the function centered at a. -f(x)  =   , a = 0 A) L(x)  =   x B)  L(x)  =   x C)  L(x)  = -   x D)  L(x)  = -   x x
C) L(x) = - Find the linear approximating polynomial for the function centered at a. -f(x)  =   , a = 0 A) L(x)  =   x B)  L(x)  =   x C)  L(x)  = -   x D)  L(x)  = -   x x
D) L(x) = - Find the linear approximating polynomial for the function centered at a. -f(x)  =   , a = 0 A) L(x)  =   x B)  L(x)  =   x C)  L(x)  = -   x D)  L(x)  = -   x x

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