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How do I preform a single sample sign test? (list of numbers)
Ho: median = x
H1: median > < or not equal to x
X-B(n,0.5) where n is the number of items in the list
Work out how many values is above the median for ‘not equal to’ and median is greater
Do the same for less than
Work out the probability of that or more extreme
If its not equal to double it
If p is low reject that Hoe (Ho)
How do I preform a Single-Sample Wilcoxon signed rank test? (A list)
H0: median = x
H1: median = or < or > x. (It being one tailed will only affect the Critical Value)
Work out the difference from the mean
Do the modulus of that
Rank them
Add signs
W+ and W- and pick the smaller one as T
Find the C.V.
If T is low, reject that Hoe (Ho)
How do you preform a matched pairs test? (table with two rows)?
define d as the difference
Ho: median of d is 0
H1: median of d is not equal to/</> 0
You can either do a sign test or a Wilcoxon signed rank test
How do you preform a Wilcoxon rank-sum test? (two lists with varying lengths)
H0: the median is the same
H1: the median is different
So a table with:
A Rank B Rank
Write both list from smallest to biggest. Leave room as if they are all in one column
m is the length of smaller list
N is the list of the larger list
Rm is the sum of the ranks of the smaller list
Compare this to m(m+n+1) - Rm
Pick the smaller one as W
If W is lower than the C.V, reject that Ho
How do you preform a Normal approximation?