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Evaluate the limit, if it exists.limit t approaches1 t^4-1/t^3-1
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\[\large{\lim_{t \rightarrow 1} (t^4 - \cfrac{1}{t^3} - 1)}\] What do you think will happen when I just put \(\large{t=1}\) ? Will I get some indeterminate form like \(\large{\cfrac{0}{0}, \cfrac{\infty}{\infty}, \text{etc.}}\) ?
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