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Partial fractions with repeated linear factors in the denominator: example of decomposition for integrals.

$A mathematical explanation of partial fractions with repeated linear factors in the denominator, showing how to decompose a rational function with a denominator like x(x+1)² into partial fractions.$

A mathematical explanation of partial fractions with repeated linear factors in the denominator, showing how to decompose a rational function with a denominator like x(x+1)² into partial fractions.

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