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use algebraic manipulations to evaluate lim f(x) as x goes toward infinty f(x)=(x^2+2x-1)/(3+3x^2)
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As x increases without bound \[f(x) \approx x^2/3x^2\]which simplifies to \[f(x)=1/3\]That is the limit.
For limits at infinity for rational function, the limit is the ratio of the lead coefficients when the degree of the numerator equals the degree of the denominator.
Mandolino, I see you've finally caught up.
With you as a model, what do you expect?
Oh, don't try to tease me now. My mistakes were honest mistakes. Could've happened to anyone
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I wasn't teasing. It was meant as a compliment (truly).
Okay, compliment accepted
:)
You can have the number one. I'm busy today.
You should cancel your plans
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