
What is the difference between log and ln? - Socratic
Dec 4, 2017 · Usually log(x) means the base 10 logarithm; it can, also be written as log_10(x). log_10(x) tells you what power you must raise 10 to obtain the number x. 10^x is its inverse. …
What does ln mean? and also how is it used? - Socratic
Apr 7, 2017 · ln stands for 'natural logarithm'. If the term 'logarithm' means anything to you: On your calculator you find two buttons for them: The log button, where logs are calculated to the …
How do you solve #ln(e^x)#? - Socratic
Mar 28, 2018 · x ln(e^x)=x because log_a(a^x) is x. 106593 views around the world You can reuse this answer
How do you simplify ln e^2? - Socratic
Apr 27, 2018 · 2 ln(x) is asking e to the power of what is x In this case, e to the power of 2 is e^2 thus, ln(e^2)=2 Another way is using the property of logarithms that says ln(a^b)=b*ln(a) In this …
How do I do natural logs on a TI-84? - Socratic
Sep 16, 2014 · The natural log is a button, LN, on the calculator. Locate the POWER button then look two buttons above that to find the LN button. You would use the LN in the same manner …
Why does #lna - lnb = ln(a/b)#? - Socratic
Oct 1, 2017 · It does not matter what base we use providing the same base is used for all logarithms, here we are using bease e. Let us define A,B.C as follows=: A = ln a iff a = e^A , B …
How do you simplify #ln(1/e) - Socratic
Mar 2, 2018 · -1 Division rule of logarithms states that: ln(x/y) = ln(x) - ln(y) Here we can substitute: ln(1/e)=ln(1) - ln(e) 1) Anything to the power 0=1 2) ln(e)=1, as the base of natural …
What is the range of # y=ln(x)#? - Socratic
May 21, 2015 · Actually, the range of #y=ln(x)# (the possible output values #y# of your function) is all the real #y#. You can see this from the graph as well:
How do you integrate #sin( ln x )#? - Socratic
Jul 21, 2016 · I = x/2 ( sin(ln x) - cos(ln x) )+C I = int \\ sin (ln x) \\ dx this is in the IBP section meaning you don't really have much choice how to take this, so ... I =int \\ d/dx(x) * sin (ln x) \\ …
How do you evaluate #ln(ln e^(e^100))#? - Socratic
Mar 31, 2016 · We have: #ln(ln(e^(e^100)))# Within the innermost logarithm, we can use the following rule: #ln(color(blue)a^color(red)b)=color(red)b*ln(color(blue)a)#