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Part 1: The Partial Fraction Setup Since the degree of the numerator is less than the degree of the denominator, begin by using polynomial

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Part 1: The Partial Fraction Setup Since the degree of the numerator is less than the degree of the denominator, begin by using polynomial long division to reduce the degree of the numerator. The result will be a polynomial plus a new rational function with the same denominator as the integrand. Perform the partial fraction decomposition of this new rational function and find the values of the coefficients. Give the coefficients as exact integers or fractions. (If you use a decimal number, all answers will be marked as incorrect.) The first answer blank is for the polynomial and the others are for the partial fraction decomposition. 23 = x2-x-12 +

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