Listed below are measured weights (in pounds) of the contents in samples of cans of regular Pepsi and Diet Pepsi. Use these data for Exercises 1–3 1. a. Construct a frequency table for the weights of regular Pepsi. Use these bins: 0.8130–0.8179 0.8180–0.8229 0.8230–0.8279 0.8280–0.8329 0.8330–0.8379 0.8380–0.8429 b. Construct a frequency table for the weights of Diet Pepsi. Use these bins: 0.7740–0.7779 0.7780–0.7819 0.7820–0.7859 0.7860–0.7899 0.7900–0.7939 c. Compare the frequency tables from parts (a) and (b). What notable differences are there? How can those notable differences be explained?

Question

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Answer 1

Textbook Question

Chapter 3, Problem 1CRE

Listed below are measured weights (in pounds) of the contents in samples of cans of regular Pepsi and Diet Pepsi. Use these data for Exercises 1–3

Chapter 3, Problem 1CRE, Listed below are measured weights (in pounds) of the contents in samples of cans of regular Pepsi

1.

a. Construct a frequency table for the weights of regular Pepsi. Use these bins:
0.8130–0.8179

0.8180–0.8229

0.8230–0.8279

0.8280–0.8329

0.8330–0.8379

0.8380–0.8429
b. Construct a frequency table for the weights of Diet Pepsi. Use these bins:
0.7740–0.7779

0.7780–0.7819

0.7820–0.7859

0.7860–0.7899

0.7900–0.7939
c. Compare the frequency tables from parts (a) and (b). What notable differences are there? How can those notable differences be explained?

a.

Expert Solution

To determine

Create a frequency table for the weights of regular Pepsi using the given bins.

Answer to Problem 1CRE

The relative frequency table for the weights of regular Pepsi using the given bins is as follows,

Weights	Frequency
0.8130–0.8179	5
0.8180–0.8229	12
0.8230–0.8279	12
0.8280–0.8329	5
0.8330–0.8379	0
0.8380-0.8429	2
Total	36

Explanation of Solution

Calculation

The given information is that,the data represents the weights (in pounds) of the contents in samples of cans of Regular Pepsi and Diet Pepsi.

From the data it is observed that, the values are ranging from 0.8139 to 0.8401. One-way to arrange the data in a group with these bins are classify the weights into different groups. Those are, 0.8130-0.8179, 0.8180-0.8229, 0.8230-0.8279, 0.8280-0.8329, 0.8330-0.8379 and 0.8380-0.8429.

Now, count the frequency for each bin. That is, 5 for bin 0.8130-0.8176 because in that range there are 5 cans and for bin 0.8180-0.8229, 12. Similarly the remaining frequencies are obtained and tabulated below.

The frequency table is as follows,

Weights	Frequency
0.8130–0.8179	5
0.8180–0.8229	12
0.8230–0.8279	12
0.8280–0.8329	5
0.8330–0.8379	0
0.8380–0.8429	2
Total	36

b.

Expert Solution

To determine

Create a frequency table for the weights of Diet Pepsi.

Answer to Problem 1CRE

The frequency table for the weights of Diet Pepsi is as follows,

Weights	Frequency
0.7740–0.7779	5
0.7780–0.7819	5
0.7820–0.7859	16
0.7860–0.7899	8
0.7900–0.7939	2
Total	36

Explanation of Solution

Calculation

From the data it is observed that, the values are ranging from 0.7742 to 0.7938. The groups for the weights of different bins are 0.7740-0.7779, 0.7780-0.7819, 0.7820-0.7859, 0.7860-0.7899 and 0.7900-0.7939.

Now, count the frequency for each bin. That is, 5 for bin 0.7740-0.7779 because in that range there are 5 cans and for bin 0.7780-0.7819, 5. Similarly the frequencies for remaining bins are obtained and tabulated below.

The frequency table is as follows,

Weights	Frequency
0.7740–0.7779	5
0.7780–0.7819	5
0.7820–0.7859	16
0.7860–0.7899	8
0.7900–0.7939	2
Total	36

c.

Expert Solution

To determine

Explain whether there are any notable differences by comparing the frequency tables from parts (a) and (b).

Explanation of Solution

From the frequencies tables of parts (a) and (b) it can be observed that, the regular Pepsi weights are more than the diet Pepsi weights because of the sugar levels in the regular Pepsi. But the volumes of both type cans are approximately same.

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Students have asked these similar questions

A company collects data from 10,000 websites about how long it takes to load the site. The number of seconds it takes to fully load the website is summarized in the relative frequency table. seconds to load relative frequency 1.4–1.6 0.0003 1.6–1.8 0.0012 1.8–2.0 0.0053 2.0–2.2 0.0181 2.2–2.4 0.0442 2.4–2.6 0.0910 2.6–2.8 0.1555 2.8–3.0 0.1861 3.0–3.2 0.1938 3.2–3.4 0.1447 3.4–3.6 0.0923 3.6–3.8 0.0447 3.8–4.0 0.0166 4.0–4.2 0.0048 4.2–4.4 0.0012 4.4–4.6 0.0002 The relative frequency histogram summarizes the same data. Expand Image The mean time to load a website is 3 seconds and the standard deviation is 0.4 seconds. Would a normal distribution be a good model for this distribution? Explain your reasoning. What proportion of websites loaded within 1 standard deviation of the mean? What proportion of websites loaded within 2 standard deviations of the mean? What proportion of websites loaded within 1 standard deviation of 2.8 seconds?…

Refer to the following relative frequency table on hurricanes that have made direct hits on the U.S. between 1851 and 2004. A hurricane is given a strength category rating based on the maximum wind speed generated by the storm. Frequency of Hurricane Direct Hits Category Number of Direct Hits Relative Frequency Cumulative Frequency 109 0.3993 0.3993 2 72 0.2637 0.6630 71 0.2601 4 18 0.9890 0.0110 1.0000 Total = 273 What is the relative frequency of direct hits that were AT MOST a category 3 storm? (Round your answer to four decimal places.) Additional Materials O Reading

Refer to the following relative frequency table on hurricanes that have made direct hits on the U.S. between 1851 and 2004. A hurricane given a strength category rating based on the minimum wind speed generated by the storm. Frequency of Hurricane Direct Hits Category Number of Direct Hits Relative Frequency Cumulative Frequency 1 109 0.3993 0.3993 72 0.2637 0.6630 3. 71 0.2601 4 18 0.9890 3 0.0110 1.0000 Total = 273 What is the relative frequency of direct hits that were category 4 hurricanes? (Round your answer to four decimal places.) Additional Materials O Reading

Answer 2

Textbook Question

Chapter 3, Problem 1CRE

Listed below are measured weights (in pounds) of the contents in samples of cans of regular Pepsi and Diet Pepsi. Use these data for Exercises 1–3

Chapter 3, Problem 1CRE, Listed below are measured weights (in pounds) of the contents in samples of cans of regular Pepsi

1.

a. Construct a frequency table for the weights of regular Pepsi. Use these bins:
0.8130–0.8179

0.8180–0.8229

0.8230–0.8279

0.8280–0.8329

0.8330–0.8379

0.8380–0.8429
b. Construct a frequency table for the weights of Diet Pepsi. Use these bins:
0.7740–0.7779

0.7780–0.7819

0.7820–0.7859

0.7860–0.7899

0.7900–0.7939
c. Compare the frequency tables from parts (a) and (b). What notable differences are there? How can those notable differences be explained?

a.

Expert Solution

To determine

Create a frequency table for the weights of regular Pepsi using the given bins.

Answer to Problem 1CRE

The relative frequency table for the weights of regular Pepsi using the given bins is as follows,

Weights	Frequency
0.8130–0.8179	5
0.8180–0.8229	12
0.8230–0.8279	12
0.8280–0.8329	5
0.8330–0.8379	0
0.8380-0.8429	2
Total	36

Explanation of Solution

Calculation

The given information is that,the data represents the weights (in pounds) of the contents in samples of cans of Regular Pepsi and Diet Pepsi.

From the data it is observed that, the values are ranging from 0.8139 to 0.8401. One-way to arrange the data in a group with these bins are classify the weights into different groups. Those are, 0.8130-0.8179, 0.8180-0.8229, 0.8230-0.8279, 0.8280-0.8329, 0.8330-0.8379 and 0.8380-0.8429.

Now, count the frequency for each bin. That is, 5 for bin 0.8130-0.8176 because in that range there are 5 cans and for bin 0.8180-0.8229, 12. Similarly the remaining frequencies are obtained and tabulated below.

The frequency table is as follows,

Weights	Frequency
0.8130–0.8179	5
0.8180–0.8229	12
0.8230–0.8279	12
0.8280–0.8329	5
0.8330–0.8379	0
0.8380–0.8429	2
Total	36

b.

Expert Solution

To determine

Create a frequency table for the weights of Diet Pepsi.

Answer to Problem 1CRE

The frequency table for the weights of Diet Pepsi is as follows,

Weights	Frequency
0.7740–0.7779	5
0.7780–0.7819	5
0.7820–0.7859	16
0.7860–0.7899	8
0.7900–0.7939	2
Total	36

Explanation of Solution

Calculation

From the data it is observed that, the values are ranging from 0.7742 to 0.7938. The groups for the weights of different bins are 0.7740-0.7779, 0.7780-0.7819, 0.7820-0.7859, 0.7860-0.7899 and 0.7900-0.7939.

Now, count the frequency for each bin. That is, 5 for bin 0.7740-0.7779 because in that range there are 5 cans and for bin 0.7780-0.7819, 5. Similarly the frequencies for remaining bins are obtained and tabulated below.

The frequency table is as follows,

Weights	Frequency
0.7740–0.7779	5
0.7780–0.7819	5
0.7820–0.7859	16
0.7860–0.7899	8
0.7900–0.7939	2
Total	36

c.

Expert Solution

To determine

Explain whether there are any notable differences by comparing the frequency tables from parts (a) and (b).

Explanation of Solution

From the frequencies tables of parts (a) and (b) it can be observed that, the regular Pepsi weights are more than the diet Pepsi weights because of the sugar levels in the regular Pepsi. But the volumes of both type cans are approximately same.

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Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

Answer 3

Textbook Question

Chapter 3, Problem 1CRE

Listed below are measured weights (in pounds) of the contents in samples of cans of regular Pepsi and Diet Pepsi. Use these data for Exercises 1–3

Chapter 3, Problem 1CRE, Listed below are measured weights (in pounds) of the contents in samples of cans of regular Pepsi

1.

a. Construct a frequency table for the weights of regular Pepsi. Use these bins:
0.8130–0.8179

0.8180–0.8229

0.8230–0.8279

0.8280–0.8329

0.8330–0.8379

0.8380–0.8429
b. Construct a frequency table for the weights of Diet Pepsi. Use these bins:
0.7740–0.7779

0.7780–0.7819

0.7820–0.7859

0.7860–0.7899

0.7900–0.7939
c. Compare the frequency tables from parts (a) and (b). What notable differences are there? How can those notable differences be explained?

a.

Expert Solution

To determine

Create a frequency table for the weights of regular Pepsi using the given bins.

Answer to Problem 1CRE

The relative frequency table for the weights of regular Pepsi using the given bins is as follows,

Weights	Frequency
0.8130–0.8179	5
0.8180–0.8229	12
0.8230–0.8279	12
0.8280–0.8329	5
0.8330–0.8379	0
0.8380-0.8429	2
Total	36

Explanation of Solution

Calculation

The given information is that,the data represents the weights (in pounds) of the contents in samples of cans of Regular Pepsi and Diet Pepsi.

From the data it is observed that, the values are ranging from 0.8139 to 0.8401. One-way to arrange the data in a group with these bins are classify the weights into different groups. Those are, 0.8130-0.8179, 0.8180-0.8229, 0.8230-0.8279, 0.8280-0.8329, 0.8330-0.8379 and 0.8380-0.8429.

Now, count the frequency for each bin. That is, 5 for bin 0.8130-0.8176 because in that range there are 5 cans and for bin 0.8180-0.8229, 12. Similarly the remaining frequencies are obtained and tabulated below.

The frequency table is as follows,

Weights	Frequency
0.8130–0.8179	5
0.8180–0.8229	12
0.8230–0.8279	12
0.8280–0.8329	5
0.8330–0.8379	0
0.8380–0.8429	2
Total	36

b.

Expert Solution

To determine

Create a frequency table for the weights of Diet Pepsi.

Answer to Problem 1CRE

The frequency table for the weights of Diet Pepsi is as follows,

Weights	Frequency
0.7740–0.7779	5
0.7780–0.7819	5
0.7820–0.7859	16
0.7860–0.7899	8
0.7900–0.7939	2
Total	36

Explanation of Solution

Calculation

From the data it is observed that, the values are ranging from 0.7742 to 0.7938. The groups for the weights of different bins are 0.7740-0.7779, 0.7780-0.7819, 0.7820-0.7859, 0.7860-0.7899 and 0.7900-0.7939.

Now, count the frequency for each bin. That is, 5 for bin 0.7740-0.7779 because in that range there are 5 cans and for bin 0.7780-0.7819, 5. Similarly the frequencies for remaining bins are obtained and tabulated below.

The frequency table is as follows,

Weights	Frequency
0.7740–0.7779	5
0.7780–0.7819	5
0.7820–0.7859	16
0.7860–0.7899	8
0.7900–0.7939	2
Total	36

c.

Expert Solution

To determine

Explain whether there are any notable differences by comparing the frequency tables from parts (a) and (b).

Explanation of Solution

From the frequencies tables of parts (a) and (b) it can be observed that, the regular Pepsi weights are more than the diet Pepsi weights because of the sugar levels in the regular Pepsi. But the volumes of both type cans are approximately same.

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Answer 4

Textbook Question

Chapter 3, Problem 1CRE

Listed below are measured weights (in pounds) of the contents in samples of cans of regular Pepsi and Diet Pepsi. Use these data for Exercises 1–3

Chapter 3, Problem 1CRE, Listed below are measured weights (in pounds) of the contents in samples of cans of regular Pepsi

1.

a. Construct a frequency table for the weights of regular Pepsi. Use these bins:
0.8130–0.8179

0.8180–0.8229

0.8230–0.8279

0.8280–0.8329

0.8330–0.8379

0.8380–0.8429
b. Construct a frequency table for the weights of Diet Pepsi. Use these bins:
0.7740–0.7779

0.7780–0.7819

0.7820–0.7859

0.7860–0.7899

0.7900–0.7939
c. Compare the frequency tables from parts (a) and (b). What notable differences are there? How can those notable differences be explained?

a.

Expert Solution

To determine

Create a frequency table for the weights of regular Pepsi using the given bins.

Answer to Problem 1CRE

The relative frequency table for the weights of regular Pepsi using the given bins is as follows,

Weights	Frequency
0.8130–0.8179	5
0.8180–0.8229	12
0.8230–0.8279	12
0.8280–0.8329	5
0.8330–0.8379	0
0.8380-0.8429	2
Total	36

Explanation of Solution

Calculation

The given information is that,the data represents the weights (in pounds) of the contents in samples of cans of Regular Pepsi and Diet Pepsi.

From the data it is observed that, the values are ranging from 0.8139 to 0.8401. One-way to arrange the data in a group with these bins are classify the weights into different groups. Those are, 0.8130-0.8179, 0.8180-0.8229, 0.8230-0.8279, 0.8280-0.8329, 0.8330-0.8379 and 0.8380-0.8429.

Now, count the frequency for each bin. That is, 5 for bin 0.8130-0.8176 because in that range there are 5 cans and for bin 0.8180-0.8229, 12. Similarly the remaining frequencies are obtained and tabulated below.

The frequency table is as follows,

Weights	Frequency
0.8130–0.8179	5
0.8180–0.8229	12
0.8230–0.8279	12
0.8280–0.8329	5
0.8330–0.8379	0
0.8380–0.8429	2
Total	36

b.

Expert Solution

To determine

Create a frequency table for the weights of Diet Pepsi.

Answer to Problem 1CRE

The frequency table for the weights of Diet Pepsi is as follows,

Weights	Frequency
0.7740–0.7779	5
0.7780–0.7819	5
0.7820–0.7859	16
0.7860–0.7899	8
0.7900–0.7939	2
Total	36

Explanation of Solution

Calculation

From the data it is observed that, the values are ranging from 0.7742 to 0.7938. The groups for the weights of different bins are 0.7740-0.7779, 0.7780-0.7819, 0.7820-0.7859, 0.7860-0.7899 and 0.7900-0.7939.

Now, count the frequency for each bin. That is, 5 for bin 0.7740-0.7779 because in that range there are 5 cans and for bin 0.7780-0.7819, 5. Similarly the frequencies for remaining bins are obtained and tabulated below.

The frequency table is as follows,

Weights	Frequency
0.7740–0.7779	5
0.7780–0.7819	5
0.7820–0.7859	16
0.7860–0.7899	8
0.7900–0.7939	2
Total	36

c.

Expert Solution

To determine

Explain whether there are any notable differences by comparing the frequency tables from parts (a) and (b).

Explanation of Solution

From the frequencies tables of parts (a) and (b) it can be observed that, the regular Pepsi weights are more than the diet Pepsi weights because of the sugar levels in the regular Pepsi. But the volumes of both type cans are approximately same.

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Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

Answer 5

Textbook Question

Answer 6

Textbook Question

Answer 7

a.

Expert Solution

To determine

Create a frequency table for the weights of regular Pepsi using the given bins.

Answer to Problem 1CRE

The relative frequency table for the weights of regular Pepsi using the given bins is as follows,

Weights	Frequency
0.8130–0.8179	5
0.8180–0.8229	12
0.8230–0.8279	12
0.8280–0.8329	5
0.8330–0.8379	0
0.8380-0.8429	2
Total	36

Explanation of Solution

Calculation

The given information is that,the data represents the weights (in pounds) of the contents in samples of cans of Regular Pepsi and Diet Pepsi.

From the data it is observed that, the values are ranging from 0.8139 to 0.8401. One-way to arrange the data in a group with these bins are classify the weights into different groups. Those are, 0.8130-0.8179, 0.8180-0.8229, 0.8230-0.8279, 0.8280-0.8329, 0.8330-0.8379 and 0.8380-0.8429.

Now, count the frequency for each bin. That is, 5 for bin 0.8130-0.8176 because in that range there are 5 cans and for bin 0.8180-0.8229, 12. Similarly the remaining frequencies are obtained and tabulated below.

The frequency table is as follows,

Weights	Frequency
0.8130–0.8179	5
0.8180–0.8229	12
0.8230–0.8279	12
0.8280–0.8329	5
0.8330–0.8379	0
0.8380–0.8429	2
Total	36

b.

Expert Solution

To determine

Create a frequency table for the weights of Diet Pepsi.

Answer to Problem 1CRE

The frequency table for the weights of Diet Pepsi is as follows,

Weights	Frequency
0.7740–0.7779	5
0.7780–0.7819	5
0.7820–0.7859	16
0.7860–0.7899	8
0.7900–0.7939	2
Total	36

Explanation of Solution

Calculation

From the data it is observed that, the values are ranging from 0.7742 to 0.7938. The groups for the weights of different bins are 0.7740-0.7779, 0.7780-0.7819, 0.7820-0.7859, 0.7860-0.7899 and 0.7900-0.7939.

Now, count the frequency for each bin. That is, 5 for bin 0.7740-0.7779 because in that range there are 5 cans and for bin 0.7780-0.7819, 5. Similarly the frequencies for remaining bins are obtained and tabulated below.

The frequency table is as follows,

Weights	Frequency
0.7740–0.7779	5
0.7780–0.7819	5
0.7820–0.7859	16
0.7860–0.7899	8
0.7900–0.7939	2
Total	36

c.

Expert Solution

To determine

Explain whether there are any notable differences by comparing the frequency tables from parts (a) and (b).

Explanation of Solution

From the frequencies tables of parts (a) and (b) it can be observed that, the regular Pepsi weights are more than the diet Pepsi weights because of the sugar levels in the regular Pepsi. But the volumes of both type cans are approximately same.

Answer 8

a.

Expert Solution

To determine

Create a frequency table for the weights of regular Pepsi using the given bins.

Answer to Problem 1CRE

The relative frequency table for the weights of regular Pepsi using the given bins is as follows,

Weights	Frequency
0.8130–0.8179	5
0.8180–0.8229	12
0.8230–0.8279	12
0.8280–0.8329	5
0.8330–0.8379	0
0.8380-0.8429	2
Total	36

Explanation of Solution

Calculation

The given information is that,the data represents the weights (in pounds) of the contents in samples of cans of Regular Pepsi and Diet Pepsi.

From the data it is observed that, the values are ranging from 0.8139 to 0.8401. One-way to arrange the data in a group with these bins are classify the weights into different groups. Those are, 0.8130-0.8179, 0.8180-0.8229, 0.8230-0.8279, 0.8280-0.8329, 0.8330-0.8379 and 0.8380-0.8429.

Now, count the frequency for each bin. That is, 5 for bin 0.8130-0.8176 because in that range there are 5 cans and for bin 0.8180-0.8229, 12. Similarly the remaining frequencies are obtained and tabulated below.

The frequency table is as follows,

Weights	Frequency
0.8130–0.8179	5
0.8180–0.8229	12
0.8230–0.8279	12
0.8280–0.8329	5
0.8330–0.8379	0
0.8380–0.8429	2
Total	36

Answer 9

a.

Expert Solution

Answer 10

a.

Expert Solution

Answer 11

Expert Solution

Answer 12

To determine

Create a frequency table for the weights of regular Pepsi using the given bins.

Answer 13

Answer to Problem 1CRE

The relative frequency table for the weights of regular Pepsi using the given bins is as follows,

Weights	Frequency
0.8130–0.8179	5
0.8180–0.8229	12
0.8230–0.8279	12
0.8280–0.8329	5
0.8330–0.8379	0
0.8380-0.8429	2
Total	36

Answer 14

Explanation of Solution

Calculation

The given information is that,the data represents the weights (in pounds) of the contents in samples of cans of Regular Pepsi and Diet Pepsi.

From the data it is observed that, the values are ranging from 0.8139 to 0.8401. One-way to arrange the data in a group with these bins are classify the weights into different groups. Those are, 0.8130-0.8179, 0.8180-0.8229, 0.8230-0.8279, 0.8280-0.8329, 0.8330-0.8379 and 0.8380-0.8429.

Now, count the frequency for each bin. That is, 5 for bin 0.8130-0.8176 because in that range there are 5 cans and for bin 0.8180-0.8229, 12. Similarly the remaining frequencies are obtained and tabulated below.

The frequency table is as follows,

Weights	Frequency
0.8130–0.8179	5
0.8180–0.8229	12
0.8230–0.8279	12
0.8280–0.8329	5
0.8330–0.8379	0
0.8380–0.8429	2
Total	36

Answer 15

b.

Expert Solution

To determine

Create a frequency table for the weights of Diet Pepsi.

Answer to Problem 1CRE

The frequency table for the weights of Diet Pepsi is as follows,

Weights	Frequency
0.7740–0.7779	5
0.7780–0.7819	5
0.7820–0.7859	16
0.7860–0.7899	8
0.7900–0.7939	2
Total	36

Explanation of Solution

Calculation

From the data it is observed that, the values are ranging from 0.7742 to 0.7938. The groups for the weights of different bins are 0.7740-0.7779, 0.7780-0.7819, 0.7820-0.7859, 0.7860-0.7899 and 0.7900-0.7939.

Now, count the frequency for each bin. That is, 5 for bin 0.7740-0.7779 because in that range there are 5 cans and for bin 0.7780-0.7819, 5. Similarly the frequencies for remaining bins are obtained and tabulated below.

The frequency table is as follows,

Weights	Frequency
0.7740–0.7779	5
0.7780–0.7819	5
0.7820–0.7859	16
0.7860–0.7899	8
0.7900–0.7939	2
Total	36

Answer 16

b.

Expert Solution

Answer 17

b.

Expert Solution

Answer 18

Expert Solution

Answer 19

To determine

Create a frequency table for the weights of Diet Pepsi.

Answer 20

Answer to Problem 1CRE

The frequency table for the weights of Diet Pepsi is as follows,

Weights	Frequency
0.7740–0.7779	5
0.7780–0.7819	5
0.7820–0.7859	16
0.7860–0.7899	8
0.7900–0.7939	2
Total	36

Answer 21

Explanation of Solution

Calculation

From the data it is observed that, the values are ranging from 0.7742 to 0.7938. The groups for the weights of different bins are 0.7740-0.7779, 0.7780-0.7819, 0.7820-0.7859, 0.7860-0.7899 and 0.7900-0.7939.

Now, count the frequency for each bin. That is, 5 for bin 0.7740-0.7779 because in that range there are 5 cans and for bin 0.7780-0.7819, 5. Similarly the frequencies for remaining bins are obtained and tabulated below.

The frequency table is as follows,

Weights	Frequency
0.7740–0.7779	5
0.7780–0.7819	5
0.7820–0.7859	16
0.7860–0.7899	8
0.7900–0.7939	2
Total	36

Answer 22

c.

Expert Solution

To determine

Explain whether there are any notable differences by comparing the frequency tables from parts (a) and (b).

Explanation of Solution

From the frequencies tables of parts (a) and (b) it can be observed that, the regular Pepsi weights are more than the diet Pepsi weights because of the sugar levels in the regular Pepsi. But the volumes of both type cans are approximately same.

Answer 23

c.

Expert Solution

Answer 24

c.

Expert Solution

Answer 25

Expert Solution

Answer 26

To determine

Explain whether there are any notable differences by comparing the frequency tables from parts (a) and (b).

Answer 27

Explanation of Solution

From the frequencies tables of parts (a) and (b) it can be observed that, the regular Pepsi weights are more than the diet Pepsi weights because of the sugar levels in the regular Pepsi. But the volumes of both type cans are approximately same.

Answer 28

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