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how do you find the horizontal asymptote of f(x) = (4sin(x) )/(x^2 +1)
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I would look at a table of values. Look at what happens to y as x gets bigger and bigger
so plug in x = 10, x = 100, x = 1000, etc etc
find the limit as x -> infinity, -infinity
hint: sin x is bound between -1 and 1
Is there a way to find it analytically?
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as pgpilot326 is saying, sine is bound from -1 to 1 ie, the smallest sin(x) can get is -1. The largest it can get is +1
so 4sin(x) is completely bounded but x^2+1 can grow as big as it wants
thanks :)
no problem
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