Heather Has A Bag Containing 4 Marbles: 1 Red, 1 Blue, And 2 Green. She Draws 1 Marble Out Of The Bag, Replaces It, And Then Draws Another Marble. What Is P(Red Then Blue Then Green)?

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Heather Has A Bag Containing 4 Marbles: 1 Red, 1 Blue, And 2 Green. She Draws 1 Marble Out Of The Bag, Replaces It, And Then Draws Another Marble. What Is P(Red Then Blue Then Green)?. Heather has a bag containing 4 marbles: 1 red, 1 blue, and 2 green.

[GET ANSWER] 1 point a bag contains 5 red marbles 10 white marbles and
[GET ANSWER] 1 point a bag contains 5 red marbles 10 white marbles and from www.numerade.com

Heather has a bag with 4 marbles: Heather has a bag containing 4 marbles: The combined probability of drawing a red marble first, then a blue marble, and finally a green marble is the product of their individual probabilities:

Heather Has A Bag Containing 4 Marbles:


Find the probability of getting red, blue, and green in that order. $p (\text {red then blue then green}) = p. Heather has a bag containing 4 marbles:

1 Red, 1 Blue, And 2 Green.


She draws one marble, replaces it, and draws another. The probability of heather drawing a red marble, then a blue marble, and then a green marble is 321. Find out the answer to the question:

After Replacing The Red Marble, The Probability Of.


What is the denominator of the simplified. Each draw is independent and based on the. She draws 1 marble out of the bag, replaces it and then draws another marble.

The Correct Answer Is 321.


The probability of heather drawing a red marble first, a blue marble second, and a green marble third with replacement is 321. Heather has a bag with 4 marbles: The combined probability of drawing a red marble first, then a blue marble, and finally a green marble is the product of their individual probabilities:

She Draws 1 Marble Out Of The Bag, Replaces It, And Then Draws Another Marble.


1 red, 1 blue, and 2 green. 1 red, 1 blue, and 2 green. Therefore, the correct answer is 321.

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