Suppose that a proper rational expression has a single repeated linear factor (ax + b)3 in the denominator. Explain how to set up the partial fraction decomposition.
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Suppose that a proper rational expression has a single repeated linear factor (ax + b)3 in the denominator. Explain how to set up the partial fraction decomposition.
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If the factor in the denominator is
![(ax + b)" then the term in the partial fraction decomposition is
Аз
Ak
A2
ax + b
(ax + b)'
(ax + b)*
(ax+b)°](https://content.bartleby.com/qna-images/answer/addd048f-bb89-4267-b54c-271529ad2bd2/a98a222c-9793-4226-84af-5ce6818e7957/r6jny72.png)
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