What is the value of ln(0)?

 In(0) is -infinity. (check explanation below)

Technically, In(0) is undefined! but,

What is the logarithm of a number to a base?

What is the natural log of 0?

How do you compute the value of ln(0)?

How is the value of lim x -> 0 ln(x) = -infinity?

Why is ln not defined at 0?

The (loga base b) ask us what power would we raise b to get a. That is, (log8 base 2) ask us what power would we raise 2 to get 8 which is 3 because 2^3=8.

where ln is the way to indicate the natural log or log in base e . But how do you find the right b value such that ...

is ln(0 infinity)

ln(0) calculator

ln 1 value

ln infinity value

ln e

log 0

ln(x)=0

lim ln(0)

Now to what is ln(0)?

We know that lnx = logx base e (where e is approx 2.71828).

ln(0) ask us what power would we raise e to get 0?

e^-(infinity) is approx. 0 (because, e^-(infinity) = 1/e^(infinity) = 1/infinity ~= 0)

Ans: In(0) = -infinity

ln (1)	0
ln (2)	0.693147
ln (3)	1.098612
ln (4)	1.386294
ln (5)	1.609438