6. You have a jar full of M&Ms. 8 are Black, 5 are Green, and 3 are Yellow. Let B means you drew a Black, G means you drew a Green and Y means you drew a Yellow. B. Assume you draw one M&M at random for each trial, and do NOT replace it (since you ate it) before the next trial. I. II. III. Is the first draw Independent from the 2nd draw? Compute P(1st Draw is G) Compute P(1st Draw is G | 1st Draw isn't B)

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6. You have a jar full of M&Ms. 8 are Black, 5 are Green, and 3 are Yellow. Let B means
you drew a Black, G means you drew a Green and Y means you drew a Yellow.
B. Assume you draw one M&M at random for each trial, and do NOT replace it
(since you ate it) before the next trial.
I.
II.
III.
Is the first draw Independent from the 2nd draw?
Compute P(1st Draw is G)
Compute P(1st Draw is G | 1st Draw isn't B)
Transcribed Image Text:6. You have a jar full of M&Ms. 8 are Black, 5 are Green, and 3 are Yellow. Let B means you drew a Black, G means you drew a Green and Y means you drew a Yellow. B. Assume you draw one M&M at random for each trial, and do NOT replace it (since you ate it) before the next trial. I. II. III. Is the first draw Independent from the 2nd draw? Compute P(1st Draw is G) Compute P(1st Draw is G | 1st Draw isn't B)
Expert Solution
Step 1

Given:

Number of black balls=8

Number of green balls=5

Number of yellow balls=3

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