PU CSS 2026 Partial Fractions Free Quiz 2

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PU CSS 2026 Partial Fractions Free Quiz 2

PU CSS Quiz

10:00

Answered: 0 / 10

Remaining: 10

Navigator 10 Q

General

General 10 MCQs

11. What are A and B for (2x + 1)/(x - 1)²?

A. A = 2, B = 1 B. A = 2, B = 3 C. A = 2, B = 3 D. A = 1, B = 3

12. What is the partial fraction form of (x² + 1)/(x - 1)³?

A. A/(x - 1) + B/(x - 1)² B. A/(x - 1)³ C. A/(x - 1)² + B/(x - 1)³ D. A/(x - 1) + B/(x - 1)² + C/(x - 1)³

13. What is the partial fraction form for (x + 2)²?

A. A/(x + 2) + B/(x + 2)² B. A/(x + 2) C. B/(x + 2)² D. A/(x + 2)² + B/(x + 2)³

14. What is the numerator form for an irreducible quadratic factor?

A. Ax + B B. A C. Ax² + Bx D. B

15. What is the partial fraction form of (x + 1)/(x² + x + 1)?

A. A/(x² + x + 1) B. Ax + B/(x² + x + 1) C. Ax/(x² + x + 1) D. B/(x² + x + 1)

16. What is the partial fraction of (2x + 1)/(x² + 1)?

A. A/(x² + 1) B. Ax/(x² + 1) C. B/(x² + 1) D. (2x + 1)/(x² + 1)

17. What is the partial fraction form of (x² + 1)/[(x - 1)(x² + x + 1)]?

A. A/(x - 1) + (Bx + C)/(x² + x + 1) B. A/(x - 1) + B/(x² + x + 1) C. A/(x - 1) + (Bx + C)/(x² + 1) D. (Ax + B)/(x - 1) + C/(x² + x + 1)

18. What method is used to find constants in partial fractions?

A. Cover-up method B. Differentiation C. Integration D. Factorization

19. Using cover-up, what are A and B for (2x + 1)/[(x + 1)(x + 2)]?

A. A = 1, B = -3 B. A = -1, B = 3 C. A = -1, B = -3 D. A = 1, B = 3

20. When does the cover-up method work?

A. All factors B. Repeated factors C. Non-repeated linear factors D. Quadratic factors

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