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The logarithmic function $f(x)=\ln (x-1)$ has the__________asymptote $x=$_______.
vertical $, \mathrm{x}=1$
Algebra
Chapter 4
Exponential and Logarithmic Functions
Section 3
Logarithmic Functions
Missouri State University
Campbell University
Baylor University
Lectures
01:46
The natural logarithmic fu…
03:10
01:21
The exponential function $…
01:00
01:36
01:05
00:28
The asymptote of the graph…
00:45
Find the nonlinear asympto…
00:51
Fill in the blanks. The gr…
01:18
Find the domain, vertical …
00:30
Does the graph of $f(x)=\f…
01:40
01:14
If the rational function $…
04:10
Let $f(x)=e^{x+1} .$ Find …
02:11
For each of the following …
00:26
01:47
00:50
The domain of the logarith…
00:15
So let's analyze the arson tote off if x function offline, X minus one Right before we do that, let's look at the original function off. Just Lynn. Off aches, right? If I look at the graph off Lynn off X, then I know that my ass and toad eggs is not allowed to be zero. Right? So my s entire day is a vertical Essam tote at X, equal to zero. So what happens from the original function to the if x function that we have here, it is a translation in or is on telly to the right. Okay, so this graph, in other words, is the original. So when you move, the graph that s entered is going to move with it. Writer, I moved the graph one place and Dean, I have to move the sm Toto with it. So that is That will be where X is equal to one. So they fall. It's a vertical assam dote. It x equal to one
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