11-15. The 1st spinner shown is spun, and the number on which the spinner lands is observed.Then the 2nd spinner is spun, and the color is observed.34121Green15. Find the probability of event F.Red(R)Blue(G) (B)Give the Sample Space. (list with numerical order first priority, and then alphabetical order)S=11. How many outcomes are in the Sample Space?12. Consider the event E that an odd number occurs on the 1st spinner. (use same order as for S)Event E =13. Find the probability of event E.P(E)=14. Consider the event F that an even number occurs on the 1st spinner or red occurs onthe 2nd spinner. (use same order as for S)Event F =P(F) ={are three groups of friends. Group1 is composed of Horace (H) and lan (1). Group(I) and Mark (M). 11-15. The 1st spinner shown is spun, and the number on which the spinner lands is observed.Then the 2nd spinner is spun, and the color is observed.Red(R)3 12DE(G)14Green Blue(B)Give the Sample Space. (list with numerical order first priority, and then alphabetical order)S =in the Sample Space?

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11-15. The 1st spinner shown is spun, and the number on which the spinner lands is observed. Then the 2nd spinner is spun, and the color is observed. 3 12 4 Red (R) Green (G) 15. Find the probability of event F. Blue (B) Give the Sample Space. (list with numerical order first priority, and then alphabetical order) S = 11. How many outcomes are in the Sample Space? 12. Consider the event E that an odd number occurs on the 1st spinner. (use same order as for S) Event E = P(E)= 13. Find the probability of event E. 14. Consider the event F that an even number occurs on the 1st spinner or red occurs on the 2nd spinner. (use same order as for S) Event F = P(F) = (H) and lan (1). Group