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MATH 227 STATISTICS FINAL EXAM - West Los Angeles College

MATH 227 STATISTICS FINAL EXAM - West Los Angeles College

MATH 227 STATISTICS FINAL EXAM - West Los Angeles College

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25. In the simple linear regression model y = β0 + β1x, β<br />

1<br />

can be interpreted as the amount<br />

y will be expected to change when the value of the predictor variable x is increased by one unit.<br />

26. When a scatterplot is used to graph a bivariate data set, the variable plotted on the y-axis is<br />

often called the response variable while the variable plotted on the x-axis is called the predictor<br />

(explanatory) variable.<br />

27. In Hypothesis Testing, a small p-value indicates that the observed sample results are<br />

inconsistent with the null hypothesis.<br />

28. The null hypothesis should be rejected when the p-value is larger than the significance level<br />

of the test.<br />

29. A simple linear regression model y = β0 + β1x, β<br />

0<br />

represents the probability of type II error<br />

when performing a hypothesis test for β<br />

1<br />

.<br />

2<br />

30. The Chi-Squared χ test statistic is used to test independence between categorical data sets.<br />

31. In testing the utility of a simple linear regression model, the test statistic is a t − ratio .<br />

2<br />

32. In categorical data analysis, a small value of the observed test statistic χ indicates that the<br />

observed cell counts are reasonably similar to those expected when H 0 (categories are<br />

independent) is true.<br />

33. Categorical data used in a test for independence is often summarized in a two-way<br />

contingency table.<br />

34. The expected cell count for the row 1 and column 1 entry in a contingency table is equal to<br />

the product of the row 1 and column 1 “marginal” totals.<br />

35. Two outcomes are independent if the chance that one outcome occurs is unaffected by<br />

knowledge of whether or not the other occurred.<br />

36. Binomial and Poisson random variables are all examples of discrete random variables.<br />

4

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