Critics of television often refer to the detrimental effects that all the violence shown on television has on children. However, there may be another problem. It may be that watching television also reduces the amount of physical exercise, causing weight gains. The following regression estimates show the relationship between the number of kilograms (in kgs) a child is overweight by, and the number of hours of television viewing per week overweight 0.55 + 0.13 hours %3D (0.27) (0.04) Standard errors are shown in the brackets. The sample size is N=1800. Based on the regression results, how much does overweight change if the average number hours spent watching television is increased by 2 hours? Increase by 0.26. Decrease by 0.13. Increase by 0.04. Increase by 0.13.

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Critics of television often refer to the detrimental effects that all the violence shown on television
has on children. However, there may be another problem. It may be that watching television also
reduces the amount of physical exercise, causing weight gains.
The following regression estimates show the relationship between the number of kilograms (in kgs)
a child is overweight by, and the number of hours of television viewing per week
overweight
0.55
+
0.13 hours
(0.27)
(0.04)
Standard errors are shown in the brackets. The sample size is N=1800.
Based on the regression results, how much does overweight change if the average number hours
spent watching television is increased by 2 hours?
Increase by 0.26.
Decrease by 0.13.
Increase by 0.04.
Increase by 0.13.
Transcribed Image Text:Critics of television often refer to the detrimental effects that all the violence shown on television has on children. However, there may be another problem. It may be that watching television also reduces the amount of physical exercise, causing weight gains. The following regression estimates show the relationship between the number of kilograms (in kgs) a child is overweight by, and the number of hours of television viewing per week overweight 0.55 + 0.13 hours (0.27) (0.04) Standard errors are shown in the brackets. The sample size is N=1800. Based on the regression results, how much does overweight change if the average number hours spent watching television is increased by 2 hours? Increase by 0.26. Decrease by 0.13. Increase by 0.04. Increase by 0.13.
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