Use a computer or statistical calculator to calculate the correlation coefficient in parts a through c below. a. The table shows the approximate distance between selected cities and the approximate cost of flights between those cities. Calculate the correlation coefficient between cost and miles. r=0.315 (Round to three decimal places as needed.) Cost Miles 184 967 404 3086 275 1998 93 432 434 3002

List or describe the elements in the specified set. A coin is tossed. When a head occurs, the coin is tossed again; otherwise, a die is tossed. (a) The sample space S S%3D {, HT, Н1, Н2, НЗ, Н4, Н5, Н6} S%3D {HH, H1, н2, НЗ, Н4, Н5, Н6, т} S %3D {TH, TT, T1, 72, Т3, Т4, Тт5, Т6} S%3D {H, HT, т1, 72, ТЗ, Т4, T5, Т6} S%3D {H1, H2, нз, Н4, Н5, Н6, тн, т} (b) The event A that 3, 4, or 5 occurs on the die А 3D {Т3, Т4, Т5} A = {HH, HT, TH, TT} А 3D {НЗ, Н4, H5} A = {H3, H5, T4} A = {H3, T3, T5} (c) The event B that two heads occur B = {TH, TT} B = {HH, HT} В : {TT} В - : {HH} B = {HH, TT} O O O O O O O O O

What is the final response, i am unable to see it.

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