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Integrals of eˣ, 1/x and trig functions.
Integrating linear-argument functions.
Rewriting sin²x, cos²x before integrating.
Spotting f′/f and f′·fⁿ patterns.
Simplifying integrals with a substitution u.
Integrating products by reversing the product rule.
Splitting then integrating to logarithms.
Areas under curves and between curves.
Estimating integrals numerically.
Separation of variables; general and particular solutions.
Growth, decay and other rate models.
Work through each topic to complete the section.