The derivative of \[F[f\{\varphi (x)\}]\] is [AMU 2001]

\[F\,[f\,\{\varphi \,(x)\}\,]\,{f}'\{\varphi (x)\}\]

\[{F}'[f\,\{\varphi \,(x)\}]\,{f}'\{\varphi (x)\}\]

\[{F}'\,[f\,\{\varphi \,(x)\}]\,{f}'\{\varphi (x)\}\,{\varphi }'\,(x)\]

The derivative of \[F[f\{\varphi (x)\}]\] is �

1.	The derivative of \[F[f\{\varphi (x)\}]\] is [AMU 2001]
A.	\[{F}'\,[f\,\{\varphi \,(x)\}]\]
B.	\[F\,[f\,\{\varphi \,(x)\}\,]\,{f}'\{\varphi (x)\}\]
C.	\[{F}'[f\,\{\varphi \,(x)\}]\,{f}'\{\varphi (x)\}\]
D.	\[{F}'\,[f\,\{\varphi \,(x)\}]\,{f}'\{\varphi (x)\}\,{\varphi }'\,(x)\]
Answer» E.

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The derivative of \[F[f\{\varphi (x)\}]\] is [AMU 2001]

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