Suppose That$F(x)=f(g(x))$ And$g(14)=2$ $g^{\prime}(14)=5$ $f^{\prime}(14)=15$ , And$f^{\prime}(2)=16$ Find$F^{\prime}(14)$
A) 20
B)

Question

Suppose That$F(x)=f(g(x))$ And$g(14)=2$ $g^{\prime}(14)=5$ $f^{\prime}(14)=15$ , And$f^{\prime}(2)=16$  Find$F^{\prime}(14)$  
A) 20 
B)

Examlex · Accepted Answer

The Answer of Suppose That$F(x)=f(g(x))$ And$g(14)=2$ $g^{\prime}(14)=5$ $f^{\prime}(14)=15$ , And$f^{\prime}(2)=16$  Find$F^{\prime}(14)$  
A) 20 
B)

Suppose That $F(x)=f(g(x))$ And $g(14)=2$ $g^{\prime}(14)=5$ $f^{\prime}(14)=15$ , And $f^{\prime}(2)=16$ Find $F^{\prime}(14)$
A) 20
B)

Definitions:

Suppose That F(x)=f(g(x))F(x)=f(g(x))F(x)=f(g(x)) And g(14)=2g(14)=2g(14)=2 g′(14)=5g^{\prime}(14)=5g′(14)=5 f′(14)=15f^{\prime}(14)=15f′(14)=15 , And f′(2)=16f^{\prime}(2)=16f′(2)=16 Find F′(14)F^{\prime}(14)F′(14) A) 20 B)

Definitions:

Suppose That $F(x)=f(g(x))$ And $g(14)=2$ $g^{\prime}(14)=5$ $f^{\prime}(14)=15$ , And $f^{\prime}(2)=16$ Find $F^{\prime}(14)$
A) 20
B)