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1 vote
1 answer
460 views

Shapiro Wilk test of normality

I ran my data under JASP and the p-value for the shapiro wilk test of normality was <.001. How do I interpret this?
an0v4's user avatar
  • 11
0 votes
0 answers
49 views

Statistical testing for before and after treatment of two independent groups?

I have two sets of continuous variables, weekly sales per customer. One set contains the sales of customers in the control group, and the other set contains the sales of customers in the test group. ...
PugFanatic's user avatar
4 votes
3 answers
1k views

Statistically significant difference between distributions only knowing the mean and std dev?

I have 3 specimens (A, B & C) and 5 sets of observations from A & B but only 4 from C. Each set of observations has been reported as a mean & a standard deviation. I do not have access to ...
DrBwts's user avatar
  • 213
2 votes
2 answers
3k views

Tests of significance for vector-valued distributions

I have a distribution that assigns 3 numbers to each data point instead of one scalar number. These numbers can be e.g. the weight of a person measured at 3 specific ages. (The distribution can of ...
Reza's user avatar
  • 207
0 votes
1 answer
70 views

Statistical Significance of three distributions

Within each of the treatment classes below, I have calculated the subgroup as a percentage in each. For example, Treatment A; Subgroup: <29,999 I would divide 769 by the sum of the Person_IDs for ...
clovisjim's user avatar
3 votes
1 answer
334 views

Test whether a subset of data is significantly different from a larger set of data

I would like to know the appropriate statistical test for the following data: I have a dataset of distances in km (10,000 cases) which represent the distance between a motorway and a point of ...
AB567's user avatar
  • 31
56 votes
4 answers
80k views

If the t-test and the ANOVA for two groups are equivalent, why aren't their assumptions equivalent?

I'm sure I've got this completely wrapped round my head, but I just can't figure it out. The t-test compares two normal distributions using the Z distribution. That's why there's an assumption of ...
Chris Beeley's user avatar
  • 5,881