Integration of rational functions by partial fractions
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Examples
Lessons
- CASE 1: Denominator is a product of linear factors with no repeats.
Evaluate the integral. - CASE 2: Denominator is a product of linear factors with repeats.
Evaluate the integral. - CASE 3: Denominator contains irreducible quadratic factors with no repeats.
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Evaluate the integral. - CASE 4: Denominator contains irreducible quadratic factors with repeats.
Evaluate - First perform long division, then partial fraction decomposition
Evaluate the integral.