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Chain Rule - Supporting Problem 1
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Lesson Parent:
Differentiation IV: Differentiation Formulas Everyone Must Know
Problem:
Prove that if
f
(
x
)
is differentiable at
g
(
a
)
,
g
(
x
)
is continuous at
a
and that
there exists a
ˉ
δ
such that when
x
∈
(
a
−
ˉ
δ
,
a
)
∪
(
a
,
ˉ
δ
)
then
g
(
x
)
≠
g
(
a
)
then
lim
Answer:
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