A spinner at a carnival has three equally sized slices. One slice is red, one slice is green, and one slice is blue. The

[answerhappygod]

A Spinner At A Carnival Has Three Equally Sized Slices One Slice Is Red One Slice Is Green And One Slice Is Blue The 1 (33.71 KiB) Viewed 6 times

A Spinner At A Carnival Has Three Equally Sized Slices One Slice Is Red One Slice Is Green And One Slice Is Blue The 2 (23.13 KiB) Viewed 6 times

A Spinner At A Carnival Has Three Equally Sized Slices One Slice Is Red One Slice Is Green And One Slice Is Blue The 3 (12.53 KiB) Viewed 6 times

A Spinner At A Carnival Has Three Equally Sized Slices One Slice Is Red One Slice Is Green And One Slice Is Blue The 4 (18.96 KiB) Viewed 6 times

A spinner at a carnival has three equally sized slices. One slice is red, one slice is green, and one slice is blue. The amounts you can win (in dollars), based on which slice the dial lands on, are given below. Slice Winnings (in dollars) red 4 green blue 5 6 Consider spinning the dial like sampling from a population. (The population mean of the winnings is μ = 5.00 and the population standard deviation is o = 0.82.) (a) Suppose the dial is spun 2 times, and the winnings for each spin is recorded. The sequence of 2 spins that is observed is a sample of size 2 randomly selected from the population, with replacement. There are 9 possible samples. The winnings for several of the possible samples have been listed in the table below. Enter the winnings for the remaining possible samples. When you are done, select "Compute". In the "Sample mean, x" column, you will then see the sample mean of the winnings for each sample, along with the mean and standard deviation of all the column's values.
Index Sample 1 red, red 2 red, green 3 red, blue 4 green, red 5 6 7 8 9 green, green green, blue blue, red blue, green blue, blue Compute Winnings 4,4 4,5 0,0 5,4 0.0 5,6 0,0 6,5 6,6 Mean: Sample mean, x Standard deviation: X
(b) Use the table from part (a) to find (the mean of the sampling distribution of the sample mean) and o- (the standard deviation of the sampling distribution of the sample mean). Write your answers to two decimal places. 44= 0 % = 1
(c) Graph the frequency histograms for the population distribution and the sampling distribution of the sample mean. Population distribution Sampling distribution of the sample mean Frequency 5- 3- 4 5 Winnings (in dollars) X S 6 ? Frequency 3 1 4 4.5 5 Sample mean X 5.5 6 3 ?