Exponential and Logarithmic Functions
Example | Meaning and verbal equivalent | Remarks |
---|---|---|
e | base of natural logarithms | e = 2.718 28... |
ex | exponential function to the base e of x | |
logax | logarithm to the base a of x | |
lb x | binary logarithm (to the base 2) of x | lb x = log2x |
ln x | natural logarithm (to the base e) of x | ln x = logex |
lg x | common logarithm (to the base 10) of x | lg x = log10x |
... | ... | ... |
⋮ |
Read more about this topic: ISO 31-11
Famous quotes containing the word functions:
“Nobody is so constituted as to be able to live everywhere and anywhere; and he who has great duties to perform, which lay claim to all his strength, has, in this respect, a very limited choice. The influence of climate upon the bodily functions ... extends so far, that a blunder in the choice of locality and climate is able not only to alienate a man from his actual duty, but also to withhold it from him altogether, so that he never even comes face to face with it.”
—Friedrich Nietzsche (18441900)