Question

how can i Find (f ∘ g)(6). using the table below

Answer 1

Given:

Two tables are given.

$\begin{gathered} x\text{ =17 13 9 11} \\ f(x)=34\text{ 26 18 22} \end{gathered}$$\begin{gathered} x\text{ = 8 6 9 7} \\ g(x)=15\text{ 11 17 13} \end{gathered}$

Required:

(fog)(6)

Explanation:

$(fog)(6)=f(g(6))$

Find the value of g(6) from the second table.

g(6) = 11

$(fog)(6)=f(11)$

Find the value of f(11) from the first table.

f(11) = 22

$(fog)(6)=22$

Final Answer:

$(fog)(6)=22$