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    Calculus Early Transcendental Functions Study Set 1
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    Exam 4: Applications of the Derivative
  5. Question
    Using the Critical Numbers of , Use the Second
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Using the Critical Numbers of , Use the Second

Question 24

Question 24

Multiple Choice

Using the critical numbers of Using the critical numbers of   , use the Second Derivative Test to determine all local extrema. A)  critical numbers:   ; local max   ; local min   B)  critical numbers:   ; local max   ; local min   C)  critical numbers:   ; local max   ; local min   D)  critical numbers:   ; local max   ; local min  , use the Second Derivative Test to determine all local extrema.


A) critical numbers: Using the critical numbers of   , use the Second Derivative Test to determine all local extrema. A)  critical numbers:   ; local max   ; local min   B)  critical numbers:   ; local max   ; local min   C)  critical numbers:   ; local max   ; local min   D)  critical numbers:   ; local max   ; local min  ; local max Using the critical numbers of   , use the Second Derivative Test to determine all local extrema. A)  critical numbers:   ; local max   ; local min   B)  critical numbers:   ; local max   ; local min   C)  critical numbers:   ; local max   ; local min   D)  critical numbers:   ; local max   ; local min  ; local min Using the critical numbers of   , use the Second Derivative Test to determine all local extrema. A)  critical numbers:   ; local max   ; local min   B)  critical numbers:   ; local max   ; local min   C)  critical numbers:   ; local max   ; local min   D)  critical numbers:   ; local max   ; local min
B) critical numbers: Using the critical numbers of   , use the Second Derivative Test to determine all local extrema. A)  critical numbers:   ; local max   ; local min   B)  critical numbers:   ; local max   ; local min   C)  critical numbers:   ; local max   ; local min   D)  critical numbers:   ; local max   ; local min  ; local max Using the critical numbers of   , use the Second Derivative Test to determine all local extrema. A)  critical numbers:   ; local max   ; local min   B)  critical numbers:   ; local max   ; local min   C)  critical numbers:   ; local max   ; local min   D)  critical numbers:   ; local max   ; local min  ; local min Using the critical numbers of   , use the Second Derivative Test to determine all local extrema. A)  critical numbers:   ; local max   ; local min   B)  critical numbers:   ; local max   ; local min   C)  critical numbers:   ; local max   ; local min   D)  critical numbers:   ; local max   ; local min
C) critical numbers: Using the critical numbers of   , use the Second Derivative Test to determine all local extrema. A)  critical numbers:   ; local max   ; local min   B)  critical numbers:   ; local max   ; local min   C)  critical numbers:   ; local max   ; local min   D)  critical numbers:   ; local max   ; local min  ; local max Using the critical numbers of   , use the Second Derivative Test to determine all local extrema. A)  critical numbers:   ; local max   ; local min   B)  critical numbers:   ; local max   ; local min   C)  critical numbers:   ; local max   ; local min   D)  critical numbers:   ; local max   ; local min  ; local min Using the critical numbers of   , use the Second Derivative Test to determine all local extrema. A)  critical numbers:   ; local max   ; local min   B)  critical numbers:   ; local max   ; local min   C)  critical numbers:   ; local max   ; local min   D)  critical numbers:   ; local max   ; local min
D) critical numbers: Using the critical numbers of   , use the Second Derivative Test to determine all local extrema. A)  critical numbers:   ; local max   ; local min   B)  critical numbers:   ; local max   ; local min   C)  critical numbers:   ; local max   ; local min   D)  critical numbers:   ; local max   ; local min  ; local max Using the critical numbers of   , use the Second Derivative Test to determine all local extrema. A)  critical numbers:   ; local max   ; local min   B)  critical numbers:   ; local max   ; local min   C)  critical numbers:   ; local max   ; local min   D)  critical numbers:   ; local max   ; local min  ; local min Using the critical numbers of   , use the Second Derivative Test to determine all local extrema. A)  critical numbers:   ; local max   ; local min   B)  critical numbers:   ; local max   ; local min   C)  critical numbers:   ; local max   ; local min   D)  critical numbers:   ; local max   ; local min

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