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  2. Topic
    Mathematics
  3. Study Set
    Multivariable Calculus International
  4. Exam
    Exam 2: Limits and Derivatives
  5. Question
    \[\text { If } h ( 2 ) = 16 \text { and } h ^ { \prime } ( 2 ) = - 2 , \text { find } \left. \frac { d } { d x } \left( \frac { h ( x ) } { x } \right) \right| _ { x = 2 }\]
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Question 62

Question 62

Short Answer

 If h(2)=16 and h′(2)=−2, find ddx(h(x)x)∣x=2\text { If } h ( 2 ) = 16 \text { and } h ^ { \prime } ( 2 ) = - 2 , \text { find } \left. \frac { d } { d x } \left( \frac { h ( x ) } { x } \right) \right| _ { x = 2 } If h(2)=16 and h′(2)=−2, find dxd​(xh(x)​)​x=2​

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