i cant seem to get this... Evaluate (1/x) - (1/x²+1) when lim x---> 0
Thank you!
Thank you!
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If you get a common denominator and combine the fractions you'll end up with:
(x² + 1 - x) / (x^3 + x)
As x approaches 0, the top approaches 1, and the bottom approaches 0. Therefore, the limit will be infinity.
(x² + 1 - x) / (x^3 + x)
As x approaches 0, the top approaches 1, and the bottom approaches 0. Therefore, the limit will be infinity.
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The limit stretches to infinity. There's no way to rework this such that it'll have a solid value. The 1/x forces our hand here.