SOLUTION: Find all the discontinuities for the function below. Label each as a vertical asymptote or removable discontinuity.
y = x - 6/ x^2 - 6x
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Question 84457: Find all the discontinuities for the function below. Label each as a vertical asymptote or removable discontinuity.
y = x - 6/ x^2 - 6x
Answer by venugopalramana(3286) (Show Source): You can put this solution on YOUR website!
Find all the discontinuities for the function below. Label each as a vertical asymptote or removable discontinuity.
y = x - 6/ x^2 - 6x = (X-6)/[X(X-6)]
AT X=0 AND X=6 THE DENOMINATOR VANISHES AND HENCE THE FUNCTION IS DISCONTINUOUS AT THESE 2 POINTS
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