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(Exhibit 1) Using relative frequency to assign probability, what is the probability of randomly drawing a state where more than 20% of the population smokes

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(Exhibit 1) Using relative frequency to assign probability, what is the probability of randomly drawing a state where more than 20% of the population smokes in the Midwest? 0.500 0.666 0.166 0.333 1 2 GO 4 5 6 7 Exhibit 1: Dataset of Population in the US, Midwest Sample in 2018 Political regime (red=went to Trump, Blue=went to median median Clinton in poverty age income Population state 2016) rate (%) (years) (dollars) obesity (%) smokes (%) (millions) Illinois Blue 14.4 37.5 57444 29.3 16.5 12.74 Indiana Red 15.2 37.4 49446 32.7 22.9 6.69 lowa Red 12.2 38.2 53712 30.9 18.5 3.16 Kansas Red 13.6 36.2 52504 31.3 18.1 2.91 Michigan Red 16.2 39.6 49847 30.7 21.2 10.00 Minnesota Blue 11.5 37.8 61481 27.6 16.3 5.31 Missouri Red 15.5 38.5 48363 30.2 20.6 6.00 Nebraska Red 12.4 36.2 52686 30.2 17.3 1.83 North Dakota Red 11.5 35.1 59029 32.2 19.9 0.67 Ohio Red 15.8 39.4 49308 32.6 21 11.54 South Dakota Red 14.2 36.6 50979 29.8 18.6 0.82 Wisconsin Red 13.2 39.2 52622 31.2 17.4 5.69 Average 13.81 37.64 53118.42 30.73 19.03 5.61 St. Deviation 1.67 1.42 4163.05 1.46 2.08 4.06 Range 4.7 4.5 13118 5.1 6.6 12.07 CV 12.08 3.77 7.84 4.75 10.94 72.39 IQR 2.93 2.18 4,898.25 1.43 3.33 4.88 9 10 11 12 13 14 15 16 12 18 19 20 21 Exhibit 2: Number of Red versus Blue States in the US by Region Exhibit 3: Political Regime Sheet1 24 tv

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