Asked by David
I am trying to solve the following L'hopital's limits question below:
lim x -> 0 from the positive direction of
( 5^(sin(x)) - 1 )/ (x)
lim x -> 0 from the positive direction of
( 5^(sin(x)) - 1 )/ (x)
Answers
Answered by
bobpursley
then lim= n'/d' = cosx*ln5*5^sinx /1
lim= ln5 as x>0
graph the function and verify.
lim= ln5 as x>0
graph the function and verify.
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