Question

help

Answer 1

with what?

Answer 2

link

Answer 3

\[
\Large \frac{ x-\mu }{ \frac{\sigma}{n} } \quad \to \quad (x-\mu) \div \frac{\sigma}{n}
\]
So A I guess..

Answer 4

u guess so meaning your not sure because i know its quotient because of the division but how do u know the rest

Answer 5

Ya A :)
Here is a way you can think about it without all the stupid characters they gave you:\[\Large \frac{a}{b}\qquad\to\qquad\text{the quotient of a and b}\]

Answer 6

Well.. not really guessing.. just if I did it all right, and didn't get confused, then it should be A. That's what I meant.
In fact i wrote \(\sigma\) instead of \(\phi\)
Anyway:
\[
\Large \frac{ x-\mu }{ \frac{\sigma}{n} } \quad \to \quad (x-\mu) \div \frac{\phi}{n}
\]
I know to 'do the rest' because if you have \( \Large \frac{a}{b} \) then it is 'quotient of a and b' as zepdrix just said, and in our case \(a = (x - \mu) \) and \( b =\Large \bigg( \frac{\phi}{n} \bigg) \).
So.. quotient of \( (x - \mu) \) and \( \Large \bigg( \frac{\phi}{n} \bigg) \)

Answer 7

Dammit.. forgot one more \( \sigma \) in there.... behhhh..

Answer 8

lol :)