do trig functions have horizontal asymptotes:How to find out the asymptote of a trigonometric function
How to find out the asymptote of a trigonometric function
2018年10月27日—ANSWER:NOhorizontalasymptotes,NOverticalasymptotes,y=x-1obliqueasymptote.SOLUTION:1.f(x)=xe^(-1/x)=x/e^(1/ ...。其他文章還包含有:「5.5AsymptotesandOtherThingstoLookFor」、「Findanyhorizontalasymptoteofthefunction(Pleaseshow...」、「HorizontalAsymptoteofinversetrigfunctions」、「Howtodeterminewhichofthetrigfunctionshave...」、「Rules」、「WhichTrigfunctionshaveasymptotes?」、「W...
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A horizontal asymptote is a horizontal line to which f(x) gets closer and closer as x approaches ∞ (or as x approaches −∞). For example, the reciprocal function ...
Find any horizontal asymptote of the function (Please show ...
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cos(π/3) = 1/2, this is the horizontal asymptote at both positive and negative infinity. We can easily verify this is correct by graphing the function.
Horizontal Asymptote of inverse trig functions
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The answer I got was pi/4 as I was under the impression that a vertical asymptote of a function was the horizontal asymptote of the inverse.
How to determine which of the trig functions have ...
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Let me just point out that if p>0, any function that's p-periodic (f(x+p)=f(x) holding for every x) can have no horizontal asymptote unless it's ...
Rules
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No basic trigonometric function has a horizontal asymptote. No basic logarithmic function has a horizontal asymptote.
Which Trig functions have asymptotes?
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tanx, cotx, secx, and cscx have vertical asymptotes. I hope that this was helpful.
Why does (cos(x))x have an asymptote
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Why can't a function have both a horizontal asymptote and a slant asymptote? ... NO, the function x/x does not have an asymptote! When the ...