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2x²+x-1 Evaluate -dx using method of partial fractions. Which of the (x-1) (x³+1) following is the correct form or equivalent to the given integral when the integrand is expressed as a sum of Partial Fractions? Ⓡ SA А B (2x+1)+C + A x + 1 x²-x+1 A B B + x-1 x+1 А B (2x-1) + C] x²-x+1 B (2x-1) + C x²-x+1 + (с SA А Ⓒ A++ D E) None of the choices dx C (2x-1) +D] x²-x+1 dx dx dx

2x²+x-1 Evaluate -dx using method of partial fractions. Which of the (x-1) (x³+1) following is the correct form or equivalent to the given integral when the integrand is expressed as a sum of Partial Fractions? Ⓡ SA А B (2x+1)+C + A x + 1 x²-x+1 A B B + x-1 x+1 А B (2x-1) + C] x²-x+1 B (2x-1) + C x²-x+1 + (с SA А Ⓒ A++ D E) None of the choices dx C (2x-1) +D] x²-x+1 dx dx dx

Algebra and Trigonometry (MindTap Course List)
Algebra and Trigonometry (MindTap Course List)
4th Edition
ISBN:9781305071742
Author:James Stewart, Lothar Redlin, Saleem Watson
Publisher:James Stewart, Lothar Redlin, Saleem Watson
Chapter10: Systems Of Equations And Inequalities
Section10.3: Partial Fractions
Problem 2E
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2x²+x-1 ·S Evaluate -dx using method of partial fractions. Which of the (x-1) (x³+1) following is the correct form or equivalent to the given integral when the integrand is expressed as a sum of Partial Fractions? A B (2x+1)+C] A + x+1 x²-x+1 B Ⓡ√A —▬▬▬▬▬▬▬▬▬ B + x-1 x + 1 + + dx C(2x-1) + D x²-x+1 © SA Ⓒ dx B (2x-1) + C] x²-x+1 с A B (2x-1) + C Ⓒ√4+B(2-1)+C]dx D x²-x+1 E) None of the choices dx
Transcribed Image Text:2x²+x-1 ·S Evaluate -dx using method of partial fractions. Which of the (x-1) (x³+1) following is the correct form or equivalent to the given integral when the integrand is expressed as a sum of Partial Fractions? A B (2x+1)+C] A + x+1 x²-x+1 B Ⓡ√A —▬▬▬▬▬▬▬▬▬ B + x-1 x + 1 + + dx C(2x-1) + D x²-x+1 © SA Ⓒ dx B (2x-1) + C] x²-x+1 с A B (2x-1) + C Ⓒ√4+B(2-1)+C]dx D x²-x+1 E) None of the choices dx
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