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The MCQ *Partial fractions of 1/(x²-1) are equivalent to*: ax+b/(x²-1), a/(x+1) + b/(x-1), a/(x+1) and b/(x-1) with "when Q(x) has repeated linear factors" App Download (Free) to learn online training courses. Study when q(x) has repeated linear factors quiz questions, download Google eBook (Free Sample) for colleges that offer certificate programs.

**MCQ 1**: Partial fractions of 1/(x²-1) are equivalent to

A) Ax+B/(x²-1)

B) A/(x+1) + B/(x-1)

C) A/(x+1)

D) B/(x-1)

b

**MCQ 2**: 2x² -3x + 4/(x+1)³ =

A) 2/(x-1) - 7/(x-1)² + 9/(x-1)³

B) 2/(x-1) - 7/(x+1)² + 9/(x+1)³

C) 2/(x+1) - 7/(x+1)² + 9/(x+1)³

D) 2/(x+1) - 7/(x+1)² + 9/(x-1)³

c

**MCQ 3**: Partial fraction of 2x² -3x 4/(x-1)³ will be of the form

A) Ax+B/(x-1) +C/(x-1)² +D/(x-1)³

B) A/(x-1) +bx + c/(x-1)² +D/(x-1)³

C) A/(x-1) +B/(x-1)² +C/(x-1)³

D) None of Above

c

**MCQ 4**: Partial fractions of 1/(x³-1) will be of the form

A) A/(x-1) - B/(x²+x + 1)

B) A/(x+1) + B/(x²+x +1)

C) A/(x+1) + bx + c/(x²+x + 1)

D) Ax+B/(x-1) + C/(x²-x + 1)

c

**MCQ 5**: Partial fractions of x/(x-a)(x-b)(x-c) will be of the form

A) A/(x+a) +B/(x+b) + C/(x+c)

B) A/(x-a) +B/(x-b) + C/(x-c)

C) A/(x+a) +B/(x-b) + C/(x+c)

D) None of Above

b

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