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Table of 645.
It gives the probability of a normal random variable not being more than z standard deviations above its mean.
We used three different distribution tables and we will give you the 1 645 z score probability percentile and explanations for all three.
The table value for z is the value of the cumulative normal distribution at z.
As z value increases the normal table value also increases.
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Here is a bell curve so you can visualize where 1 645 is on a bell curve.
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First note that a z score of 1 645 means that your statistic is 1 645 standard deviation to the left of the mean on a bell curve.
Using two z tables makes life easier such that based on whether you want the know the area from the mean for a positive value or a negative value you can use the respective z score table.
This is the left tailed normal table.
Here in this page you can find a multiplication table for number six hundred forty five 645 you can print or save as pdf individual tables by clicking on the printer icon on the top of the table.
Of the table on the rst page.
Find the values of 0 3186 and 0 3212 inside the table.
These represent the areas from 0 to z but since i am looking for a percentile i understand that these are the same as 0 8186 and 0 8212 table does not have value of exactly 0 32 so we have to use the average.
Z is the standard normal random variable.
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Multiplication table of 645 645 times table multiplication table of 645 645 times table.
If you want to know the area between the mean and a negative value you will use the first table 1 1 shown above which is the left hand negative z table.
Statistical tables 1 table a 1 cumulative standardized normal distribution a z is the integral of the standardized normal distribution from to z in other words the area under the curve to the left of z.