What is this called? It's almost the opposite of exponent and what symbol do we use when typing it? For example, exponent's we use the up arrow key: x^y
like log?
\[\huge x_{b}\] or \[\huge x_{3}\]
Subscript? base? Like log base 3 would be \(\large \log_{3}\)
oops i meant: \[\huge x_{0}\]
is that the same thing as log base?
base is the 0 that u wrote
\[ x^{superscript}_{subscript} \]
No that is like (in a physics perspective) like initial Like \(\large v_0\) would mean initial velocity but the 0 is written as the subscript
So it's called a subscript?
and I'm referring to it as being in a question like this: Find the three iterates of \[f(x)= 3x-7 \] IF \[x_{0} = -8\]
For a sequence, the subscript denotes the index.
Ahh yes then this refers to what i said above about the initial thing This means you use the fact that the first x = -8 So you would do f(x_0) = 3(-8) - 7 Find out what that results to...then use that output, and your next input, also known as x_1
Now I see. Thank you so much all you three ! :)
Of course :)
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