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A Sociologist Wishes to Study the Relationship Between Happiness and Age

Question 77

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A sociologist wishes to study the relationship between happiness and age. He interviews 24 individuals and collects data on age and happiness, measured on a scale from 0 to 100. He estimates the following model: Happiness = β0 + β1Age + ε. The following table summarizes a portion of the regression results. A sociologist wishes to study the relationship between happiness and age. He interviews 24 individuals and collects data on age and happiness, measured on a scale from 0 to 100. He estimates the following model: Happiness = β<sub>0</sub> + β<sub>1</sub>Age + ε. The following table summarizes a portion of the regression results.   At the 1% significance level, which of the following is correct for the test about the population slope? A)  Do not reject the null hypothesis. At 1% significance level, we cannot conclude that Age is significant in explaining Happiness. B)  Do not reject the null hypothesis. At 1% significance level, we conclude that Age is significant in explaining Happiness. C)  Reject the null hypothesis. At 1% significance level, we conclude that Age is significant in explaining Happiness. D)  Reject the null hypothesis. At 1% significance level, we cannot conclude that Age is significant in explaining Happiness. At the 1% significance level, which of the following is correct for the test about the population slope?


A) Do not reject the null hypothesis. At 1% significance level, we cannot conclude that Age is significant in explaining Happiness.
B) Do not reject the null hypothesis. At 1% significance level, we conclude that Age is significant in explaining Happiness.
C) Reject the null hypothesis. At 1% significance level, we conclude that Age is significant in explaining Happiness.
D) Reject the null hypothesis. At 1% significance level, we cannot conclude that Age is significant in explaining Happiness.

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