Probability Review 17 Compound 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 two red M&M's

• 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 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 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 two blue M&M's:

• 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 M&M.

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

Tags

CCSS.HSS.CP.B.9

• 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 M&M.

• Drawing a yellow 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 blue and a green 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 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 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: