As always, be sure you've reviewed the Instructions tab first! A Sample Proportion (p-hat) Expected Proportion (p) 1-p Sample Size (n) Formula Data Entry Formula For these questions, you may use any values that you have already calculated to calculate future values. For instance, when finding "1-p" for question 1A, enter =1-C3 to let Excel calculate the value for you. When finding the z-score, use the values from the cells above it to calculate it, rather than entering everything in by hand. Data Entry Z-Score Formula Probability (right tailed) Function A. Females participated in every event at the 2012 Summer Olympic Games. Prior to 2012, there had been a steady increase in the female participation rate. The International Olympic Committee states that the female participation in the 2004 Summer Olympic Games was 40%, even with new sports such as weight lifting, hammer throw, and modern pentathlon recently added to the Games. Broadcasting and clothing companies wanted to change their advertising and marketing strategies if the female participation increased at the next games. Prior to the 2008 games, an independent sports expert arranged for a random sample of pre-Olympic exhibitions. The sports expert reported that 197 of 457 athletes in the random sample were women. Is this strong evidence that the participation rate may have increased? Find the probability that the proportion of women athletes is greater than 40%. Correctly round your percentage to 2 decimal places in your conclusion sentence. Conclusion: Sample Mean (x-bar) Expected Mean (mu) Sample Stand. Dev (s) Sample Size (n) Function Data Entry Function Data Entry or Function B. Suppose that the editor of a new textbook was hoping that the book would have mean word length of 6.5 letters. The editor randomly selected 20 words from randomly selected pages. That data is given on the Data Set page for "Word Count". Find the probability that the mean word length of the textbook differs from the desired 6.5 letters by less than 1. Correctly round your percentage to 2 decimal places in your conclusion sentence. You may choose to use the full summary statistics pasted to this page, then point your sample mean and sample standard deviation boxes to the appropriate values or use the "AVERAGE", "STDEV.S" and "COUNT" functions. Z-Score Formula Probability (between) Function Conclusion:
As always, be sure you've reviewed the Instructions tab first! A Sample Proportion (p-hat) Expected Proportion (p) 1-p Sample Size (n) Formula Data Entry Formula For these questions, you may use any values that you have already calculated to calculate future values. For instance, when finding "1-p" for question 1A, enter =1-C3 to let Excel calculate the value for you. When finding the z-score, use the values from the cells above it to calculate it, rather than entering everything in by hand. Data Entry Z-Score Formula Probability (right tailed) Function A. Females participated in every event at the 2012 Summer Olympic Games. Prior to 2012, there had been a steady increase in the female participation rate. The International Olympic Committee states that the female participation in the 2004 Summer Olympic Games was 40%, even with new sports such as weight lifting, hammer throw, and modern pentathlon recently added to the Games. Broadcasting and clothing companies wanted to change their advertising and marketing strategies if the female participation increased at the next games. Prior to the 2008 games, an independent sports expert arranged for a random sample of pre-Olympic exhibitions. The sports expert reported that 197 of 457 athletes in the random sample were women. Is this strong evidence that the participation rate may have increased? Find the probability that the proportion of women athletes is greater than 40%. Correctly round your percentage to 2 decimal places in your conclusion sentence. Conclusion: Sample Mean (x-bar) Expected Mean (mu) Sample Stand. Dev (s) Sample Size (n) Function Data Entry Function Data Entry or Function B. Suppose that the editor of a new textbook was hoping that the book would have mean word length of 6.5 letters. The editor randomly selected 20 words from randomly selected pages. That data is given on the Data Set page for "Word Count". Find the probability that the mean word length of the textbook differs from the desired 6.5 letters by less than 1. Correctly round your percentage to 2 decimal places in your conclusion sentence. You may choose to use the full summary statistics pasted to this page, then point your sample mean and sample standard deviation boxes to the appropriate values or use the "AVERAGE", "STDEV.S" and "COUNT" functions. Z-Score Formula Probability (between) Function Conclusion:
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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If you could show the excel equations for each of the questions that would be very helpful

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As always, be sure you've reviewed the Instructions tab first!
Sample Proportion (p-hat)
Expected Proportion (p)
A
Formula
Data Entry
For these questions, you may use any values that you have already calculated to
calculate future values. For instance, when finding "1-p" for question 1A, enter =1-C3 to
let Excel calculate the value for you. When finding the z-score, use the values from the
cells above it to calculate it, rather than entering everything in by hand.
4.
1- p
Formula
5
Sample Size (n)
Data Entry
Z-Score
Formula
7
Probability (right tailed)
Function
A. Females participated in every event at the 2012 Summer Olympic Games. Prior to
2012, there had been a steady increase in the female participation rate. The
International Olympic Committee states that the female participation in the 2004
Summer Olympic Games was 40%, even with new sports such as weight lifting, hammer
throw, and modern pentathlon recently added to the Games. Broadcasting and clothing
companies wanted to change their advertising and marketing strategies if the female
participation increased at the next games. Prior to the 2008 games, an independent
sports expert arranged for a random sample of pre-Olympic exhibitions. The sports
expert reported that 197 of 457 athletes in the random sample were women. Is this
strong evidence that the participation rate may have increased? Find the probability
that the proportion of women athletes is greater than 40%. Correctly round your
percentage to 2 decimal places in your conclusion sentence.
8
9
Conclusion:
10
11
12
13
14
15
16
B
Sample Mean (x-bar)
Function
17
Expected Mean (mu)
Sample Stand. Dev (s)
Sample Size (n)
Data Entry
18
Function
19
Data Entry or Function
B. Suppose that the editor of a new textbook was hoping that the book would have
mean word length of 6.5 letters. The editor randomly selected 20 words from randomly
selected pages. That data is given on the Data Set page for "Word Count". Find the
probability that the mean word length of the textbook differs from the desired 6.5
letters by less than 1. Correctly round your percentage to 2 decimal places in your
conclusion sentence. You may choose to use the full summary statistics pasted to this
20
Z-Score
Formula
21
Probability (between)
Function
22
23
Conclusion:
24
page, then point your sample mean and sample standard deviation boxes to the
appropriate values or use the "AVERAGE", "STDEV.S" and "COUNT" functions.
25
26
27
+
Instructions
Data Set -
1.Cent Lim Thm (Ch.7) ▼
2. CI For Mean (Ch.8)
3. Cl for Prop (Ch.8) -
4. Cl for 2 Samples (Ch.9)
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