Assume that 15% of all M&Ms are blue in color. If 100
M&Ms are (randomly) poured...
Assume that 15% of all M&Ms are blue in color. If 100
M&Ms are (randomly) poured into a bowl, use the normal
approximation to find the probability that more than 20 are blue.
Round answer to four decimal places.
A bowl of M&M's consists of 100 blue M&Ms and 90 gold
M&Ms. Assume that the M&Ms are all mixed up in the bowl,
and that drawing out M&Ms is like simple random sampling. a)
Suppose you draw out 10 M&Ms. Write a math expression for the
chance that you get more blue M&Ms than gold. Use the cell
below to find the numerical value of the answer, and write the
output on your paper along with the math expression....
According to M&Ms are randomly mixed to have 24% blue
M&MS. Suppose your bag has a total of 57 M&Ms and 11 are
blue.
Assuming the distribution of total m&m is normally
distribution, what is the mean and standard deviation of the sample
distribution?
Whats the standard score?
Whats the null hypothesis and alternate hypothesis?
ONE sided or two sided?
What is the p-value
At the 5% significance level, what would our conclusions be?
In 1995 the Mars Company replaced tan M&Ms with blue
M&Ms. A sample of 100 plain M&Ms before the introduction of
blue M&Ms had a mean weight 0.9160g with a standard deviation
of 0.0433g. A sample of 100 plain M&Ms taken after 1995 had a
mean weight of 0.9147g and a standard deviation of 0.0369g. (a)
Construct the 98% confidence interval for the difference in the
mean weight of plain M&Ms before and after the introduction of
blue M&Ms. List:...
According to Mars, Inc., 20% of all M&Ms produced are blue.
One bag of 50 M&Ms represents the sample for this problem. The
sample data can be used to perform a two-sided hypothesis test to
test whether 20% of all M&Ms are blue.
In one bag of 50 M&Ms, there are 14 blue M&Ms. Use
this data to test whether 20% of all M&Ms are blue.
According to Masterfoods, the company that manufactures
M&Ms, 12% of peanut M&Ms are brown, 15% are yellow, 12% are
red, 23% are blue, 23% are orange and 15% are green. Assume that
selecting multiple M&Ms are independent events. (Round your
answers to three decimal places, for example: 0.123)
Compute the probability that a randomly selected peanut M&M is
not yellow.
A:
Compute the probability that four randomly selected peanut M&Ms
are all yellow.
A:
If you randomly select five peanut...
Statistics problem
A bowl has 10 green M&Ms, 11 blue M&M's, 9 yellow
M&Ms, and 13 brown M&Ms. If you pick 7 M&Ms, find the
following probability of the following events. It is not necessary
for you to complete the calculations.
a) Getting 5 blue M&Ms
b) Getting 5 green M&Ms
c) Getting 3 blue M&Ms and 4 green M&Ms
d) Getting no blue M&Ms
The following scrabble tiles are poured out and then randomly
arranged. E L E E M M O S Y N L G S S
What is the probability that all S tiles are adjacent in your
arrangement? b) Eight students are randomly seated in a row. Two
students Bert and Ernie hate each other and there must be at least
3 people between them or they will get into a fight. What is the
probability a fight is avoided?
Vincent randomly selected a bag of M&Ms from a randomly
selected gas station as he was driving down the interstate. Being
bored while riding in the car he decided to evaluate his green
M&Ms. From the simple random sample there were 19 green
M&Ms with a sample mean weight of 0.8635 g any sample standard
deviation of 0.0570 g. Use a 0.05 significance level to test the
claim that Janine week of all the M&Ms is equal to 0.8535
A small cubical room 5.0 m on a side has all six surfaces of
poured concrete. One wall has a wooden door 2.25 m × 0.75 m.
(a) What is the reverberation time of this room at 2048
Hz?
(b) Six wooden chairs are put into the room and the
reverberation time at 2048 Hz changes to 5.0 s. What is the
absorption, a, of one chair?
(c) What the total absorption, a, of the whole room should be
in...