Marble Draws Without Replacement (Dependent Events)
Calculate probabilities for drawing marbles sequentially without replacing them, where each outcome affects subsequent probabilities.
Questions
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MultiChoice
Bag has 3 Red and 2 Blue marbles. Draw two marbles without replacement. What is P(Red on 1st draw)?
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MultiChoice
Bag has 3 Red and 2 Blue marbles. Draw two without replacement. What is P(Red then Red)?
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MultiChoice
Bag has 3 Red and 2 Blue marbles. Draw two without replacement. What is P(Blue then Blue)?
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MultiChoice
Bag has 3 Red and 2 Blue marbles. Draw two without replacement. What is P(Red 1st, Blue 2nd)?
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MultiChoice
Bag has 4 Green and 2 Yellow marbles. Draw two without replacement. What is P(both Green)?
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MultiChoice
Bag has 4 Green and 2 Yellow marbles. Draw two without replacement. What is P(Yellow 1st, Green 2nd)?
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MultiChoice
Bag has 4 Green and 2 Yellow marbles. Draw two without replacement. What is P(both Yellow)?
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MultiChoice
Bag has 5 Red and 5 Blue marbles. Draw two without replacement. What is P(different colors)?
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MultiChoice
In a tree diagram representing drawing without replacement, what changes on the second set of branches?
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MultiChoice
Bag has 2 Red and 1 White marble. Draw two without replacement. What is P(Red then White)?
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MultiChoice
Bag has 2 Red and 1 White marble. Draw two without replacement. What is P(White then Red)?
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MultiChoice
Bag has 2 Red and 1 White marble. Draw two without replacement. What is P(both White)?