Compound Probability Without Replacement

• Using these totals of M&M's

• Red = 5

• Green = 4

• Blue = 6

• Yellow = 3

• Find the probability of the event. You will not replace the first M&M.

• Drawing a red and a yellow M&M:

• Using these totals of M&M's

• Red = 5

• Green = 4

• Blue = 6

• Yellow = 3

• Find the probability of the event. You will not replace the first M&M.

• Drawing a green and a green and a yellow M&M:

• Using these totals of M&M's

• Red = 5

• Green = 4

• Blue = 6

• Yellow = 3

• Find the probability of the event. You will not replace the first M&M.

• Drawing a yellow and a blue M&M:

• Using these totals of M&M's

• Red = 5

• Green = 4

• Blue = 6

• Yellow = 3

• Find the probability of the event. You will not replace the first M&M.

• Drawing a red, a green, and a yellow M&M:

• Using these totals of M&M's

• Red = 5

• Green = 4

• Blue = 6

• Yellow = 3

• Find the probability of the event. You will not replace the first M&M.

• Drawing a red then a green then a blue then a yellow M&M's:

You have the given jar of marbles (20 total). If you choose two marbles, without replacement, what is the probability that you will get green first and red second?

You have the given jar of marbles (20 total). If you choose two marbles, without replacement, what is the probability that you will get red first and blue second?

You have the given jar of marbles (20 total). If you choose two marbles, without replacement, what is the probability that you will get blue both times?

You spin the two spinners. What is the probability of landing on a 3 and an A?

You draw two cards from a deck of 52 playing cards without replacement. What is the probability that you will draw two diamonds?