Question
In: Statistics and Probability
Use the distribution below to test that Peanut M&Ms follow the stated distribution. Discuss your choice...
Use the distribution below to test that Peanut M&Ms follow the stated distribution. Discuss your choice of ?. Would a different ? have changed your conclusion?
M&M states the following distribution for Peanut M&Ms: Red = 12%, Orange = 23%, Yellow = 15%, Green = 15%, Blue = 23%, Brown = 12%
Total number of plain M&M's: 665 Total number of red plain M&M's: 76 Total number of plain brown M&M's: 66 Total number of blue plain M&M's: 179 Total number of orange plain M&M's: 140 Total number of green plain M&M's: 119 Total number of yellow plain M&M's: 85
Total number of peanut M&M's: 356 Total number of red peanut M&M's: 22 Total number of peanut brown M&M's: 34 Total number of blue peanut M&M's: 55 Total number of orange peanut M&M's: 62 Total number of green peanut M&M's: 72 Total number of yellow peanut M&M's: 111
Solutions
orchestra answered 1 year agoRelated Solutions
Use the distribution below to test that Peanut M&Ms follow the stated distribution. Discuss your choice...
Use the distribution below to test that Peanut M&Ms follow
the stated distribution. Discuss your choice of ?. Would a
different ? have changed your conclusion? M&M states the
following distribution for Peanut M&Ms: Red = 12%, Orange =
23%, Yellow = 15%, Green = 15%, Blue = 23%, Brown = 12%
Total Peanut M&Ms: 367
Red=44 Orange=81 Yellow=81 Green=56 Blue=61 Brown=44
Use the distribution below to test that Plain M&Ms follow the stated distribution. Discuss your choice...
Use the distribution below to test that Plain M&Ms follow
the stated distribution. Discuss your choice of ?. Would a
different ? have changed your conclusion?
M&M states the following distribution for Plain
M&Ms:
Red = 13%, Orange = 20%, Yellow = 13%, Green = 20%, Blue = 20%,
Brown = 14%
Total number of plain M&M's: 665 Total number of red plain
M&M's: 76 Total number of plain brown M&M's: 66 Total
number of blue plain M&M's: 179 Total...
The hypothesis being tested is: H0: Plain M&Ms follow the stated distribution Ha: Plain M&Ms does...
The hypothesis being tested is:
H0: Plain M&Ms follow the stated distribution
Ha: Plain M&Ms does not follow the stated distribution
observed
expected
O - E
(O - E)² / E
Red
63
89.440
-26.440
7.816
Orange
155
137.600
17.400
2.200
Yellow
90
89.440
0.560
0.004
Green
101
137.600
-36.600
9.735
Blue
181
137.600
43.400
13.689
Brown
98
96.320
1.680
0.029
688
688.000
0.000
33.473
33.47
chi-square
5
df
3.03E-06
p-value
The p-value is 0.0000.
Since the p-value (0.0000) is...
Q.N. 7) According to the manufacturer of M& Ms, 12% of the peanut M&Ms in a...
Q.N. 7) According to the manufacturer of M& Ms, 12% of the
peanut M&Ms in a bag should be brown, 15% yellow, 12% red, 23%
blue, 23% orange, and 15% green. A student randomly selected a bag
of peanut M&Ms. He counted the number of M&Ms that were
each color and obtained the results shown in the table below. Test
whether peanut M&Ms follow the distribution stated by
M&M/Mars at the α = 0.05 level of significance.
Color Frequency
Brown...
According to Masterfoods, the company that manufactures M&Ms, 12% of peanut M&Ms are brown, 15% are...
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...
Suppose that M&M claims that each bag of Peanut M&Ms should be 18 grams and Plain...
Suppose that M&M claims that each bag of Peanut M&Ms
should be 18 grams and Plain M&Ms should be 13.5 grams.
a. Test the claim that M&M is shorting its customers in bags
of Plain M&Ms.
b. Test the claim that M&M is overfilling Peanut bag bags of
M&Ms.
c. Discuss your choice of ?.
i. Why did you choose the ? you did?
ii. If you had chosen a different ?, would it have affected your
conclusion?
Total Plain...
The number of peanut M&Ms in a 2 ounce package is normally distributed with a mean...
The number of peanut M&Ms in a 2 ounce package is normally
distributed with a mean of 28 and standard deviation 2; The number
of Skittles in a 2 ounce package is normally distributed with a
mean of 60 and standard deviation 4.
Questions 1-3: Suppose that I purchase two 2-ounce packages of
peanut M&Ms and one 2-ounce package of Skittles.
1. Let X= the total number of pieces of candy in all three bags
combined. What is the distribution...
Use MS Excel to answer this. From the data given below test a hypothesis for variances...
Use MS Excel to answer this. From the data given below test a
hypothesis for variances being equal. Use α = 0.05.
Section A
Section B
15
16
26
52
52
55
53
57.5
54
58
56.5
60
61
61
61.5
70
63
70
66
71
66
72
66.5
73
69
74.5
71
75
77
75.5
77
76
78
77
79
81
81
85
86
85.5
87
86
90
88
90
88.5
91
91
91
93
94
95
96
98...
Hypothesis test for M&Ms: This section will work through constructing and interpreting a hypothesis test for...
Hypothesis test for M&Ms:
This section will work through constructing and interpreting a
hypothesis test for
proportions. You can find the information for constructing a
hypothesis test in
section 10.2. We will be using the p-value approach with a 5%
significance level.
1. Treat your bag of M&M’s as a simple
random sample. Choose your favorite
color of M&M’s you will be working with for this project.
State the color
and give the counts below.
Color of choice: Green
The...
. It is known that scores on a certain IQ test follow a normal distribution with...
. It is known that scores on a certain IQ test follow a normal distribution with mean 100 and standard deviation 15. For the whole population of test-takers, what proportion of scores will be greater than 124.0? Also, the top 3% of test-takers will have scores greater than what value? Finally, consider a random group of 16 people who take the IQ test. For these 16 people, what is the probability that their average (mean) IQ score will be less...
ADVERTISEMENT
ADVERTISEMENT
Latest Questions
- For Questions 1-3: consider the following code: public class A { private int number; protected String...
- You are tasked with assessing the health department’s intervention program in preventing recurrence of acute alcohol...
- Compare the MOSFET, JFET , and BJT and identify the reasons these devices behave differently. What...
- How would you use SAS Enterprise Miner to create a neural network model of your example?
- Explain the use of neural networking modeling in predictive analytics.
- Current Market Mix of Netflix, as detail as possible, please.
- This is all one question, thank you so much in advance! You must evaluate a proposal...
ADVERTISEMENT