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Math 101 Chapter 3: Differentiation
3.8 Proof of Leibniz’s product rule.
3.10 Derivative formula by induction
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3.9 Examples of Leibniz’s rules
3.9 Example
To find the derivative of
h
(
x
)
=
x
2
2
x
3
+
1
(
2
x
3
+
1
≠
0
)
.
h(x)={{x^{2}}\over{2x^{3}+1}}\qquad(2x^{3}+1\neq 0).