Use the graphs above to evaluate the expressions
g
(
f
(
4
)
)
\displaystyle {g{{\left({f{{\left({4}\right)}}}\right)}}}
g
(
f
(
4
)
)
.
g
(
f
(
4
)
)
=
3
\displaystyle {g{{\left({f{{\left({4}\right)}}}\right)}}}={3}
g
(
f
(
4
)
)
=
3
g
(
f
(
4
)
)
=
0
\displaystyle {g{{\left({f{{\left({4}\right)}}}\right)}}}={0}
g
(
f
(
4
)
)
=
0
g
(
f
(
4
)
)
=
5
\displaystyle {g{{\left({f{{\left({4}\right)}}}\right)}}}={5}
g
(
f
(
4
)
)
=
5
g
(
f
(
4
)
)
=
2
\displaystyle {g{{\left({f{{\left({4}\right)}}}\right)}}}={2}
g
(
f
(
4
)
)
=
2
g
(
f
(
4
)
)
=
1
\displaystyle {g{{\left({f{{\left({4}\right)}}}\right)}}}={1}
g
(
f
(
4
)
)
=
1
g
(
f
(
4
)
)
=
1
\displaystyle {g{{\left({f{{\left({4}\right)}}}\right)}}}={1}
g
(
f
(
4
)
)
=
1
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