3. A poll was taken of 121,973 people in the U.S. aged 15-44 to determine their health insurance status. The participants were classified by gender and by type of insurance coverage. The results were as follows: Male Female Private Total 41,209 42,658 Medicaid 3,432 6,092 Other 769 1,140 Uninsured 15,108 11,565 Total 121,973 a. Finish filling out the table with the "Total" values. A person is selected at random from this group. Compute the following probabilities (give 4 decimal places) b. The person is male. c. The person is uninsured. d. The person is not uninsured e. The person has private insurance or Medicaid. f. The person is male and has private insurance. g. The person is female or has private insurance4. A commuter passes through two traffic lights on the way to work. Each light is red (R), yellow (Y), or green (G). An experiment consists of observing the colors of the two lights. a. List the 9 outcomes in the sample space. Use the abbreviations: R, Y, G. b. Let B be the event that both colors are the same. List the outcomes in B, using R, Y, G. c. Let C be the event that the two colors are different. List the outcomes in C, using R, Y, G. d. Let D be the event that at least one of the lights is green. List the outcomes in D, using R, Y, G. e. Are events B and C disjoint? Explain, and be specific. f. Are events C and D disjoint? Explain, and be specific. g. Compute P(B) (Give fraction) h. Compute P(B or C) (Give fraction) i. Compute P(C or D) (Give fraction)