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when Q(x) has repeated linear factors MCQ with Answers PDF

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"Partial fractions of 1/(x²-1) are equivalent to" Multiple Choice Questions (MCQ) on when q(x) has repeated linear factors with choices ax+b/(x²-1), a/(x+1) + b/(x-1), a/(x+1), and b/(x-1) for free online college classes. Practice when q(x) has repeated linear factors quiz questions for merit scholarship test and certificate programs for colleges that offer certificate programs.

MCQs on when Q(x) has repeated linear factors

1.

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

Ax+B/(x²-1)
A/(x+1) + B/(x-1)
A/(x+1)
B/(x-1)

2.

2x² -3x + 4/(x+1)³ =

2/(x-1) - 7/(x-1)² + 9/(x-1)³
2/(x-1) - 7/(x+1)² + 9/(x+1)³
2/(x+1) - 7/(x+1)² + 9/(x+1)³
2/(x+1) - 7/(x+1)² + 9/(x-1)³

3.

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

Ax+B/(x-1) +C/(x-1)² +D/(x-1)³
A/(x-1) +bx + c/(x-1)² +D/(x-1)³
A/(x-1) +B/(x-1)² +C/(x-1)³
None of Above

4.

Partial fractions of 1/(x³-1) will be of the form

A/(x-1) - B/(x²+x + 1)
A/(x+1) + B/(x²+x +1)
A/(x+1) + bx + c/(x²+x + 1)
Ax+B/(x-1) + C/(x²-x + 1)

5.

Partial fractions of x/(x-a)(x-b)(x-c) will be of the form

A/(x+a) +B/(x+b) + C/(x+c)
A/(x-a) +B/(x-b) + C/(x-c)
A/(x+a) +B/(x-b) + C/(x+c)
None of Above

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when Q(x) has repeated linear factors Book MCQ Questions

Partial fractions of 1/(x²-1) are equivalent toThe A.M between 3√(5) and 5√(5) isIf ƒ(-x) = -ƒ(x) for every number x in the domain ofEquations in which the variables occur in exponent are called1/20.19.18.17 =10X -13/(x+2)(x-9) =