Unformatted text preview: * Step 5: Find the intervals on which R is above the xaxis and the intervals on which R is below the xaxis. [Hint: pick a point between the zeros obtained from both the numerator and the denominator.] * Step 6: Graph the asymptotes, if any, plot the points, connect the points and graph R . 1. Analyze the graph of the following rational function by following Step 1 through 6 above. 4 24 ) ( 2 ! = x x R 2. Solve the rational equation and give the solution set. a) 3 1 5 ! = + ! x x b) 2 4 16 2 = ! x...
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This note was uploaded on 10/18/2011 for the course MAC 1105 taught by Professor Russel during the Summer '07 term at Valencia.
 Summer '07
 RUSSEL
 Algebra, Equations, Rational Functions

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