A vending machine containing jellybeans will only dispense one jellybean at a time. Inside the container is a mixture of 24 jellybeans: 12 red, 8 yellow, and 4 green. The yellow jellybeans have a rotten egg flavor. Write each answer as a decimal rounded to the nearest thousandth and as a percent rounded to the nearest whole percentage point.

Value: 2

Part D: What is the conditional probability of the dependent event "red then green?"

Decimal: P(1st Red and 2nd Green) =

Percent: P(1st Red and 2nd Green) = %

Value: 2

Part E: What is the probability of getting a red jellybean on both the first and second draws?

Decimal: P(1st Red and 2nd Red) =

Percent: P(1st Red and 2nd Red) = %

Value: 2

Part F: Consider the risk of choosing a horrible, rotten egg-flavored, yellow jellybean. What is the probability (risk) of drawing a yellow jellybean?

Decimal: P(Yellow) =

Percent: P(Yellow) = %

Value: 2

Part G: Suppose you have to draw and eat jellybeans until you get any color except yellow. What is the probability you will draw and have to eat all of the yellow jellybeans before another color is drawn? Round the decimal answer to six decimal places. Round the percent to four decimal places.

Decimal: P(8 Yellow) =

Percent: P(8 Yellow) = %