Find
Since the limit from the left does not equal to the limit from the right. So limit does not exist.
If f(x) is continuous at x = 0 where
then what is the value of k?
Since given function is continuous at x = 0
Alternate method:
0/0 form using L Hospital’s
If f(x) is continuous at x = 0 where
then what is the value of k?
f(x) is continuous at x = 0
By definition of logarithm
k ≠ 4
∴ k = 4
Alternate method using L Hospital's
2logk = log (16)
2logk = 2log (4)
∴ k = 4
The value of will be ______
= 1
The value of
The value of
Applying LHospital Rule
Since the limit is of the form 0/0
Therefore,
If Find ln p
Concept:
Find the value for
Alternate method: Using L Hospital’s
What is the value of f(x) =
Find the value of
Substituting x = ∞
It is of the form 1^{∞ }
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