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Applied Statistics Using SPSS, STATISTICA, MATLAB and R

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2.2 Presenting the Data 53<br />

A: The cross table can be obtained with the comm<strong>and</strong>s listed in Comm<strong>and</strong>s 2.4.<br />

Table 2.4 shows the counts <strong>and</strong> frequencies for each pair of values of the two<br />

categorical variables. Note that the variable Q4 can be considered an ordinal<br />

variable if we assign ordered scores, e.g. from 1 till 5, from “fully disagree”<br />

through “fully agree”, respectively.<br />

A cross table is an estimate of the respective bivariate probability or density<br />

function. Notice the total percentages across columns (last row in Table 2.4) <strong>and</strong><br />

across rows (last column in Table 2.4), which are estimates of the respective<br />

marginal probability functions (see section A.8.1).<br />

Table 2.4. Cross table (obtained with <strong>SPSS</strong>) of variables SEX <strong>and</strong> Q4 of the<br />

Freshmen dataset.<br />

Q4 Total<br />

Fully<br />

disagree Disagree<br />

No<br />

comment Agree<br />

Fully<br />

agree<br />

SEX male Count 3 8 18 37 31 97<br />

% of Total 2.3% 6.1% 13.6% 28.0% 23.5% 73.5%<br />

female Count 1 2 4 13 15 35<br />

% of Total .8% 1.5% 3.0% 9.8% 11.4% 26.5%<br />

Total Count 4 10 22 50 46 132<br />

% of Total 3.0% 7.6% 16.7% 37.9% 34.8% 100.0%<br />

Table 2.5. Trivariate cross table (obtained with <strong>SPSS</strong>) of variables SEX, LIKE <strong>and</strong><br />

DISPL of the Freshmen dataset.<br />

LIKE Total<br />

DISPL like dislike no comment<br />

yes SEX male Count 25 25<br />

% of Total 67.6% 67.6%<br />

female Count 10 2 12<br />

% of Total 27.0% 5.4% 32.4%<br />

Total Count 35 2 37<br />

% of Total 94.6% 5.4% 100.0%<br />

no SEX male Count 64 1 6 71<br />

% of Total 68.1% 1.1% 6.4% 75.5%<br />

female Count 21 2 23<br />

% of Total 22.3% 2.1% 24.5%<br />

Total Count 85 1 8 94<br />

% of Total 90.4% 1.1% 8.5% 100.0%

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