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Limit as x approaches 0 of the function: tan^2(x) * cos(sin(1/x)) I would like a hint, not the solution.
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you can break it up and take the limit of each part
Ok... so you are saying that I should break it up, but am I able to apply the Squeeze Theorem to the cos(sin(1/x))?
well ,let me ask you some as x approaches 0, what happens to 1/x?
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