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An '''indeterminate form''' is an expression in [[calculus]] obtained from calculating the limit of a function, and whose numerical value is not able to be determined. However, the limit of such a function can often be determined using a technique such as [[L'Hôpital's Rule]].  

An '''indeterminate form''' is an expression in [[calculus]] obtained from calculating the limit of a [[function]], and whose numerical value is not able to be determined. However, the limit of such a function can often be determined using a technique such as [[L'Hôpital's Rule]].  

Basic indeterminate forms for limits:

Basic indeterminate forms for limits:

<math>{\infty^0\qquad 1^\infty\qquad 0\cdot\infty\qquad 0^0\qquad\infty - \infty\qquad}</math>

<math>{\infty^0\qquad 1^\infty\qquad 0\cdot\infty\qquad 0^0\qquad\infty - \infty\qquad}</math>