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Indeterminate forms

( 0/0  ) , ( infinity / infinity ), ( 0* infinity ) , ( infinity- infinity ), ( 0^0 ), ( infinity^0 ) , ( 1^ infinity )

that is

are called indeterminate forms

L'Hospitals rule (for limits)

Consider
  
If this limit is of the form ( 0/0  ) or ( infinity / infinity )  then

that is differentiate the numerator and denominator separately
then take the limit again, if it is again of the form ( 0/0  ) or ( infinity / infinity ), apply the same rule again.
proceed till you get  non-indeterminate form.
remember to change the given indeterminate form into ( 0/0  ) or ( infinity / infinity )  form before you start to apply the rule.




(index of math problems)

(index of math formulae)
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