Question

Expand the quotient by partial fractions. frac{5x+3}{(x-6)(x-3)} a. frac{11}{x-6} + frac{-6}{(x-6)(x-3)} b. frac{11}{x-6} + frac{-6}{x-3} c. frac{11}{x-6} + frac{6}{x-3} d. frac{33}{x-6} + frac{18}{x-3}

          Expand the quotient by partial fractions.
frac{5x+3}{(x-6)(x-3)}
a. frac{11}{x-6} + frac{-6}{(x-6)(x-3)}
b. frac{11}{x-6} + frac{-6}{x-3}
c. frac{11}{x-6} + frac{6}{x-3}
d. frac{33}{x-6} + frac{18}{x-3}

$Expand the quotient by partial fractions. frac5x+3(x-6)(x-3) a. frac11x-6 + frac-6(x-6)(x-3) b. frac11x-6 + frac-6x-3 c. frac11x-6 + frac6x-3 d. frac33x-6 + frac18x-3$

Added by Matthew E.

Calculus: Early Transcendentals

James Stewart 8th Edition

Instant Answer

Solved by Expert Adi S

11/30/2022

Step 1

It seems like there might be some errors in the transcription, but I'll assume that the expression is (5x+3)/((x-6)(x-3)). The goal is to rewrite this expression as a sum of simpler fractions, i.e., in the form of A/(x-6) + B/(x-3). Show more…

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Thanks for your feedback!

Expand the quotient by partial fractions. 5x+3 / ((x-6)(x-3)) a. 11 / (x-6) + -6 / ((x-6)(x-3)) b. 11 / (x-6) + -6 / (x-3) c. 11 / (x-6) + 6 / (x-3) d. 33 / (x-6) + 18 / (x-3)