Math 534 homework quiz - Study guides, Class notes & Summaries
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MATH 534 Week 4 Addendum; Homework-Quiz Review Problems and Notes
- Exam (elaborations) • 5 pages • 2023
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1.	Question: A random sample of 100 selected from a population with a standard deviation of 10 yielded a mean = 225. The mean and the standard deviation of the distribution of the sample means are __________. 
2.	Question: Suppose a random sample of 49 is selected from a population of size N = 500 with a standard deviation of 14. If the sample mean is 125, the 99% confidence interval to estimate the population mean is between ____________. 
3.	Question: A manufacturer wants to purchase a certain...
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MATH 534 Week 1 Addendum Homework-Quiz Review
- Other • 6 pages • 2023
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Week 1 Addendum: Homework/Quiz Review 
1. Is each item below an example of descriptive or inferential statistics? 
 Take a sample of cars and test them to determine how many miles per gallon (mpg) 
they give. Use this sample to estimate the mpg of all cars. 
Answer: Inferential 
 To get an idea of student performance on a test, analyze the data in the gradebook 
about the test. Answer: Descriptive 
2. In each case, identify the type of data (or level of data): 
 The dollar sales at t...
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MATH 534 Week 6 Addendum; Homework-Quiz Review
- Other • 6 pages • 2023
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1.	Question: You can skip #16 in the homework and #9 and #10 in the quiz. Everyone will be given credit. The problems look something like this: 
2.	Question: Review definitions and concepts in the notes. 
3.	Question: We are developing a regression model to predict weight as function of height. 
a.	What is the explanatory variable (independent variable)? 
b.	What is the response variable (dependent variable)? 
4.	Question: In the following regression: ŷ = 27.7 + 3.25x 
a. What is the slope?...
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MATH 534 Week 1 Addendum; Homework-Quiz Review
- Other • 6 pages • 2023
- Available in package deal
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1.	Question: Is each item below an example of descriptive or inferential statistics? 
2.	Question: In each case, identify the type of data (or level of data): 
3.	Question: For the following frequency distribution: 
4.	Question: Assuming that the dataset 17, 15, 3, 22, 11, 7, 9 is a sample. 
5.	Question: The amount of time it takes a person to get ready for work has a bell shaped distribution. The average is 45 minutes and the standard deviation is 10 minutes. 
6.	Question: The range of a given ...
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MATH 534 Week 6 Addendum; Homework-Quiz Review
- Other • 6 pages • 2023
- Available in package deal
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- $25.49
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1.	Question: You can skip #16 in the homework and #9 and #10 in the quiz. Everyone will be given credit. The problems look something like this: 
2.	Question: Review definitions and concepts in the notes. 
3.	Question: We are developing a regression model to predict weight as function of height. 
a.	What is the explanatory variable (independent variable)? 
b.	What is the response variable (dependent variable)? 
4.	Question: In the following regression: ŷ = 27.7 + 3.25x 
a. What is the slope?...
Too much month left at the end of the money?
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MATH 534 Week 4 Addendum Homework-Quiz Review Problems and Notes
- Other • 5 pages • 2023
- Available in package deal
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- $17.99
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1.	Aconsumerprotectionagencywantstostudygaspricesatgasstationsinthestate.Ittakesasample of 50 gas stations.The sample mean is $2.35 with a standard deviation of $0.12.Constructa99%confidenceintervaltoestimatethepopulationmean.(2.30,2.40) 
2.	Aconsumerprotectionagencywantstostudygaspricesatgasstationsinthestate.Ittakesasample of 50 gas stations.The sample mean is $2.35. The population standard deviaiton isknown to be $0.10. Construct a 99% confidence interval to estimate the population mean.(2.31...
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MATH 534 Week 4 Addendum; Homework-Quiz Review Problems and Notes
- Other • 5 pages • 2023
- Available in package deal
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- $15.49
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1.	Question: A consumer protection agency wants to study gas prices at gas stations in the state. It takes a sample of 50 gas stations. The sample mean is $2.35 with a standard deviation of $0.12. Construct a 99% confidence interval to estimate the population mean. 
2.	Question: A consumer protection agency wants to study gas prices at gas stations in the state. It takes a sample of 50 gas stations. The sample mean is $2.35. The population standard deviation is known to be $0.10. Construct a 99%...
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MATH 534 Week 1 Addendum; Homework-Quiz Review
- Exam (elaborations) • 6 pages • 2023
- Available in package deal
-
- $20.49
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1.	Question: Is each item below an example of descriptive or inferential statistics? 
2.	Question: In each case, identify the type of data (or level of data): 
3.	Question: For the following frequency distribution: 
4.	Question: Assuming that the dataset 17, 15, 3, 22, 11, 7, 9 is a sample. 
5.	Question: The amount of time it takes a person to get ready for work has a bell shaped distribution. The average is 45 minutes and the standard deviation is 10 minutes. 
6.	Question: The range of a given ...
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MATH 534 Week 4 Addendum; Homework-Quiz Review Problems and Notes
- Other • 5 pages • 2023
- Available in package deal
-
- $16.99
- + learn more
1.	Question: A consumer protection agency wants to study gas prices at gas stations in the state. It takes a sample of 50 gas stations. The sample mean is $2.35 with a standard deviation of $0.12. Construct a 99% confidence interval to estimate the population mean. 
2.	Question: A consumer protection agency wants to study gas prices at gas stations in the state. It takes a sample of 50 gas stations. The sample mean is $2.35. The population standard deviation is known to be $0.10. Construct a 99%...
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MATH 534 Week 2 Addendum; Homework-Quiz Review
- Exam (elaborations) • 3 pages • 2023
- Available in package deal
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1.	Question: True/False. 2.13 in valid probability. 
2.	Question: True/False. The union of two events is the probability of both events occurring 
3.	Question: Determine if each variable below is discrete or continuous: 
4.	Question: Given: We have a sample space S with several events defined on it. S={2, 4, 6, 7, 9, 12}. And the events are X={2, 6, 7} and Y={4, 6, 12} 
5.	Question: Consider the following probability of distribution of number of people we are likely to find waiting in line at a ...
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