Integral By Method Of Partial Fraction

Integral by method of partial fraction

Integral by method of partial fraction
Step 1: Factor the denominator
Step 2: Write down a general form of the partial fraction
Step 3: Multiply through by the denominator
Step 4: Equate coefficients and solve for constants
Step 5: Substitute back the constants into the partial fractions
Step 6: Integrate each term separately