Squeeze Theorem Application

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Let $f$ be a function for which $-2t^2 \le f(t) \le 2t^2$ for all $t$ . What is the value of $\lim_{t \to 0} f(t)$ ?

$2$ (resulting from misinterpreting the multiplying factor)

$2*t^2$

It cannot be determined due to oscillations.

$0$

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