Suppose you are given a function f where $f ( 4 ) = 5 , f ^ { \prime } ( 4 ) = - 2 \text { and } f ^ { \prime \prime } ( 4 ) = 3 \text {. If } F ( x ) = \sqrt { x } f ( x )$ determine:
(a) $F ^ { \prime } ( 4 )$ (b) $F ^ { \prime \prime } ( 4 )$

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The Answer of Suppose you are given a function f where $f ( 4 ) = 5 , f ^ { \prime } ( 4 ) = - 2 \text { and } f ^ { \prime \prime } ( 4 ) = 3 \text {. If } F ( x ) = \sqrt { x } f ( x )$ determine:
(a) $F ^ { \prime } ( 4 )$ (b) $F ^ { \prime \prime } ( 4 )$

Suppose You Are Given a Function F Where f(4)=5,f′(4)=−2 and f′′(4)=3. If F(x)=xf(x)f ( 4 ) = 5 , f ^ { \prime } ( 4 ) = - 2 \text { and } f ^ { \prime \prime } ( 4 ) = 3 \text {. If } F ( x ) = \sqrt { x } f ( x )f(4)=5,f′(4)=−2 and f′′(4)=3. If F(x)=x​f(x)

Suppose You Are Given a Function F Where $f ( 4 ) = 5 , f ^ { \prime } ( 4 ) = - 2 \text { and } f ^ { \prime \prime } ( 4 ) = 3 \text {. If } F ( x ) = \sqrt { x } f ( x )$