Instructions: Given that a bag of skittles has 15 blue candies, 16 orange candies, 12 yellow, 14 red, and 5 green candies, find the follow Do not use any spaces in your answers. 1. When choosing one skittle, are the events "selecting a red skittle" and "selecting a blue skittle" mutually exclusive? Yes 2. What is the probability that a red skittle is randomly chosen from the bag? P( R = = 7/31 3. What is the probability of choosing a blue skittle, putting it back, and then choosing a green skittle? PB and G = 75/3844 4. What is the probability of choosing

n a large population, 46% of the households own DVD recorders. A simple random sample of 100 households from this population is to be contacted and the sample proportion computed.  Which expression represents the probability that more than half the households sampled will own a DVD recorder?

Instructions: Given that a bag of skittles has 10 blue candies, 14 orange candies, 12 yellow, 16 red, and 6 green candies, find the following probabilities. Enter all answers as reduced fraction. Do not use any spaces in your answers. 1. When choosing one skittle, are the events "selecting a red skittle" and "selecting a blue skittle" mutually exclusive? 2. What is the probability that a red skittle is randomly chosen from the bag? P( 3. What is the probability of choosing a blue skittle, putting it back, and then choosing a green skittle? P( P( Determining Probabilities 4. What is the probability of choosing a skittle that is not blue? P( = 5. What is the probability of randomly choosing a green or blue skittle? P( 6. What is the probability of choosing a green skittle, eating it, and then choosing a yellow skittle? P( 7. What is the probability of choosing a red skittle on the second try given that the first skittle was red and it was eaten?

An American roulette wheel contains 38 numbers: 18 are red, 18 are black, and 2 are green. When the roulette wheel is spun, the ball is equally likely to land on any of the 38 numbers. Find the probability of the ff a. red b. black c. green explain the answer

Five marbles are to be chosen at random from 8 red marbles and 5 yellow marbles. Find the probability that a. All 5 marbles are red. b. At least 2 marbles are red. c. 3 marbles are red and 2 marbles are yellow.