Indeterminate form: Difference between revisions

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another expression
Line 2:
 
:<math>0/0</math>
 
:<math>\infty/\infty</math>
 
:<math>0\cdot\infty</math>
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:<math>f(x)/g(x)</math>
 
can approach any real number or &infin; or &minus; &infin;, or fail to converge to any point on the extended real line, depending on which functions ''f'' and ''g'' are; similar remarks are true of the other indeterminate forms displayed above. For example,
 
:<math>\lim_{x\rightarrow 0}{\sin(x)\over x}=1</math>