Refer to the data in the following table. To find out if people who own PCs also
Question:
CellPhonei= β1+ β2PCsi+ ui
a. Estimate the parameters of this regression.
b. Is the estimated slope coefficient statistically significant?
c. Does it matter if you run the following regression?
PCsi = α1 + α2Cellphonei + ui
d. Estimate the preceding regression and test the statistical significance of the estimated slope coefficient.
Transcribed Image Text:
Cellphone Country PCs Per Capita Income ($) Argentina Australia 17.76 8.2 11410 71.95 60.18 28780 Belgium Brazil Bulgaria Canada 79.28 31.81 28920 7510 26.36 7.48 46.64 5.19 75.4 41.9 21.48 48.7 30040 China 2.76 4980 Colombia 14.13 4.93 6410 Czech Republic Ecuador Egypt 96.46 17.74 15600 18.92 3.24 3940 8.45 2.91 3940 France 69.59 34.71 27640 Germany Greece 78.52 48.47 27610 90.23 8.17 19900 13.15 Guatemala 1.44 4090 Hungary India 76.88 13840 10.84 2.47 0.72 2880 Indonesia 3210 8.74 1.19 Italy Japan 101.76 23.07 26,830 67.9 38.22 28450 8980 Mexico 29.47 8.3 Netherlands Pakistan Poland 46.66 0.42 14.2 28560 76.76 1.75 2040 11210 45.09 Russia 24.93 8.87 8950 Saudia Arabia 13230 32.11 13.67 South Africa Spain Sweden 7.26 36.36 10130 91.61 19.6 22150 98.05 62.13 26710 Switzerland Thailand 70.87 3.98 32220 84.34 39.42 7450 U.K. 91.17 40.57 27690 65.98 U.S. 54.58 37750 Venezuela 4750 27.3 6.09
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a Linear regression results are Cellphone i 292342 09492 PCs i t 4851 4782 r 2 04168 b Yes it i...View the full answer
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