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Alg 2 Unit 5

QuestionAnswer
Rational Function f(x) is a function that can be written asf (x) = p(x) q(x)
How Do You Find Vertical Asymptotes occur where Q(x) = 0
How Do You Find Horizontal Asymptotes If the degree of the denominator is greater than the degree of thenumerator then y=0 is the horizontal asymptotesIf the degree of the numerator and denominator are the same thenit is a horizontal asymptote.
Simplifying Rational Expressions is when its numerator and denominator are polynomialsthat have no common divisors.
Multiplying Rational Expressions multiplying the numerator by the LCD it is lacking in simplist form
Dividing Rational Expressions Flipping the second equation and multiplying the numerator by the LCD it is lacking in simplist form
Adding Rational Expressions Multiplying the numerators by the LCD they are lacking then add the numerators and put them over the LCD
Subtracting Rational Expressions Multiplaying the numerators by the LCD they are lacking then adding them switching the signs of the second equation to the opposite form them putting the difference over the LCD
Complex Fractions is a fraction that has a fraction in its numerator ordenominator or in both
Solving Rational Functions putting all the equation in simplist form then solve for the variable
Created by: BGuice