From Ch.3-6 Ex.103 Chain-Rule, Thomas 13e pp.170
From Ch.10-1 Ex.39-49 Sequences, Thomas 13e pp.582
From Ch.10-1 Ex.27-37 Sequences, Thomas 13e pp.582
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sympy
From Ch3-5 Derivatives of Trigonometric Functions, Thomas 13e pp.161
From Ch2-4 One-Sided Limits, Thomas 13e pp.91
Using Python’s sympy library to find numeric & exact solutions
From Ch10-1 Sequences, Thomas 13e pp.581
From Ch3.3 Derivatives, Thomas 13e pp.140
From Ch3.1.Ex25-31, Thomas 13e pp.126-127
From Ch3.1.Ex23, Thomas 13e pp.126
From Ch3.1.Ex17, Thomas 13e pp.126
Find the derivative and plot the tangent (from Ch3.1.Ex9, Thomas 13e pp.126)
Learning a factoring technique (from Ex 2.2.85, Thomas 13e pp.77)
Ch2.2: Limit of a Function & Limit Laws (Ex2.2.11-21, Thomas 13e pp.74)
Exploring the compositions of \(a^x\), \(\log_a x\), \(e^x\) and \(\ln x\) and deriving the Change of Base formula
