marginal total मीनिंग इन हिंदी

उदाहरण वाक्य

1. These numbers can then be totaled, yielding both a grand total and marginal totals.
2. The numbers of the males, females, and right-and left-handed individuals are called "'marginal totals " '.
3. One example occurs in 2? tables, where conditioning on all four marginal totals leads to a conditional likelihood based on the non-central hypergeometric distribution.
4. The formula above gives the exact hypergeometric probability of observing this particular arrangement of the data, assuming the given marginal totals, on the null hypothesis that men and women are equally likely to be studiers.
5. For data with small sample size, such as no marginal total is greater than 15 ( and consequently N \ le 30 ), one should utilize Yates's correction for continuity or Fisher's exact test.
6. The basic marginal ratio statistics are obtained by dividing the 2? = 4 values in the table by the marginal totals ( either rows or columns ), yielding 2 auxiliary 2? tables, for a total of 8 ratios.
7. This test uses the conditional distribution of the test statistic given the marginal totals; however, it does not assume that the data were generated from an experiment in which the marginal totals are fixed and is valid whether or not that is the case.
8. This test uses the conditional distribution of the test statistic given the marginal totals; however, it does not assume that the data were generated from an experiment in which the marginal totals are fixed and is valid whether or not that is the case.
9. Thus, we can calculate the exact probability of any arrangement of the 24 teenagers into the four cells of the table, but Fisher showed that to generate a significance level, we need consider only the cases where the marginal totals are the same as in the observed table, and among those, only the cases where the arrangement is as extreme as the observed arrangement, or more so . ( Barnard's test relaxes this constraint on one set of the marginal totals . ) In the example, there are 11 such cases.
10. Thus, we can calculate the exact probability of any arrangement of the 24 teenagers into the four cells of the table, but Fisher showed that to generate a significance level, we need consider only the cases where the marginal totals are the same as in the observed table, and among those, only the cases where the arrangement is as extreme as the observed arrangement, or more so . ( Barnard's test relaxes this constraint on one set of the marginal totals . ) In the example, there are 11 such cases.