Odd Z table value

Joli

New Member
#1
Hey everyone,

I'm trying to make sense of a Z value I wrote down in class.

I understand how the Z table works now, but before I got there I made a note in class about a certain Z value and looking through the table I can't make sense of the note now. Perhaps I wrote it down wrong. Any ideas?

I wrote: Z0.2 = 0.084

Can you perhaps make sense out of it? :confused:

Thanks in advance,
Joli
 

Dason

Ambassador to the humans
#2
Well the .2 percentile is about -.84 so that's probably related. Maybe you accidentally added a 0 in there?
 
#3
Not sure what Dason means by the 0.2 percentile: that would be a fraction of 1%. I'm guessing his or her meaning is the 20th percentile, which is probably right because this is a very common cutoff for power calculations. Is it possible that was the context? 20% of z values are greater than 0.841 (and 80% are greater than -.841) so formulas for 80% power often use z for beta = 0.2 as -0.841.
 

Joli

New Member
#4
Yes it turns out that I did add the 0 by accident and the negative number also had me confused but of course the curve is symmetrical, silly me. So yes, it was about a right sided p-value of 0.2, the outcome of which is 0.84. Well at least this conundrum has helped me understand the Z-table better. Thanks for answering! :eek: