If f(t) = √(t+2) + (sin(t+2))/(t^2 - 4) + tan((tπ)/(3))k; find limt → -2 f(t), if exists.

Name: If f(t) = √(t+2) + (sin(t+2))/(t^2 - 4) + tan((tπ)/(3))k; find limt → -2 f(t), if exists.
Uploaded: 2023-07-26T20:01:06-08:00
Duration: 15 s
Channel: Numerade
Description: If f(t) = √(t+2) + (sin(t+2))/(t^2 - 4) + tan((tπ)/(3))k; find limt → -2 f(t), if exists.

Question

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Question

If $f(t) = \sqrt{t+2} + \frac{\sin(t+2)}{t^2 - 4} + \tan(\frac{t\pi}{3})k$; find $\lim_{t \to -2} f(t)$, if exists.

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