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4.6 Rational Equations and Partial Fractions

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Presentation on theme: "4.6 Rational Equations and Partial Fractions"— Presentation transcript:

1 4.6 Rational Equations and Partial Fractions
Objectives: Solve rational equations and decompose a fraction into partial fractions.

2 How to solve rational equations:
Multiply both sides by the LCD. Ex. 1) Solve x _ = x x – x² + 3x -4 Ex. 2) Solve x = 0 x

3 Decompose 6x – 2 into partial fractions. x² - 3x - 10
The resistance of a wire depends on its temperature. The resistance R1 and R2 of a copper wire at temperature t1 and t2, respectively, are related by the equation: R = R t t2 R1 & R2 are measured in ohms and t1 & t2 are measured in °C. If the resistance of a wire is 50 ohms at 20°C, at what temperature will it have a resistance of 60 ohms? one of the fractions that was added or subtracted to result in a given rational expression. Partial fraction: Ex.4) Decompose 6x – into partial fractions. x² - 3x - 10


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