A jar has 4 balls lettered A, E, D, and G. One ball is drawn from the jar and it's letter is noted. A second ball is also drawn without replacing the first ball and it's letter is noted. List all the possible outcomes and find the probability that the letters on the 2 balls drawn consist of at least 1 vowel, no vowels, and the same letter.

Question

Lilian Humphrey

9 September, 11:12

+5

Answers (1)

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Addyson Craig · Answer 1

Possible outcomes are AE AD AG ED EG DG

EA DA GA DE GE GD

P (at least one vowel) = 10/12 = 5/6

P (no vowels) = 2/12 = 1/6

P (same letter) = 0