Chi-square test - contingency tables

CHISQUARECONT takes as input a 2x2 matrix that represents a 2x2 contingency table and
calculates the probability of obtaining the observed and each of the more extreme tables
based on the pearson chi square test which is based on the chi square distribution. The
chi square test might become unreliable when the total number of expected frequencies
(cell values in the contingency table) are not large enough (the total is smaller than
20 or a cell contains a value lower than 5). In such cases, the Fisher exact test should
be used instead.

Usage : p = chisquarecont(contab)
[p,x2] = chisquarecont(contab)

Input : contab -> a 2x2 contigency table created from the frequency data
Output : p -> The p-value of the test (the probability of obtaining the observed
and each of the more extreme tables)
x2 -> The value for the chi square statistic

For an example, see help inside the file.