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Quick question! For x^2/5-x, would this be a slant asymptote? and if so what would the slant be?
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Let me verify this expression / function: Do you mean\[\frac{ x^2 }{ (5-x) }?\] Note that the order (2) of the numerator is 1 greater than the order of the denominator (1). In cases like this you will likely have a slant asymptote. To find this slant asymptote, divde the denominator into the numerator, using long division. Please try this now.
-x-5
Great. I get the same result. This means that your slant asymptote has a slope of -1 and a y-intercept of (0,-5). Nice work!
perfect just fnished a test and wanted to make sure i was right, thanks so much!
My great pleasure! See you again on OpenStudy.
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