vault backup: 2024-01-11 10:57:51
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@ -3,7 +3,7 @@ TODO: Reformat/fact check
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- To find the y intercept, it's the constant term on the top over the constant term on the bottom
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- To find the y intercept, it's the constant term on the top over the constant term on the bottom
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- To solve for the vertical asymptote, find the roots of the bottom.
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- To solve for the vertical asymptote, find the roots of the bottom.
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- To solve for the horizontal asymptote:
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- To solve for the horizontal asymptote:
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- if the degree of the leading coefficient on the top is greater than the degree on the bottom, $y = 0$.
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- if the degree of the leading coefficient on the top is less than the degree on the bottom, $y = 0$.
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- If the degree on the top equals the degree on the bottom, y = `Leading Coefficient of Top / Leading Coefficient of Bottom`.
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- If the degree on the top equals the degree on the bottom, y = `Leading Coefficient of Top / Leading Coefficient of Bottom`.
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- If the degree on the top is greater than the degree on the bottom, divide to find the slant/oblique asymptote.
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- If the degree on the top is greater than the degree on the bottom, divide to find the slant/oblique asymptote.
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