Hope you can answer them, thank you
QUESTION 13
Your client has a gut feeling (she uses the force) that the average house price in Lincoln Dark is $450K. You decide to use the previously collected data. Your sample size is 25 houses. The average based on the sample is $500K. The sample standard deviation is $100K. Test the hypothesis that the average house price in Lincoln Dark is $450K against the alternative that it is not. Use alpha 10%.
What is you conclusion regarding the null hypothesis:
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1. |
CANNOT reject Null Hypothesis |
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2. |
Reject Null Hypothesis |
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3. |
Accept Null Hypothesis |
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4. |
Impossible to answer given the information |
QUESTION 14
Your client is now concerned whether the house prices in Lincoln Dark and Hyde Dark are the same. To collect data on house prices in Hyde Dark, your team randomly selects 9 houses. The sample average is $400K for Hyde Dark. The sample standard deviation for Hyde Dark is $90K. You decide to use the data for Lincoln Dark that you previously collected using 25 randomly selected houses. The sample average for Lincoln Dark was $500K. The sample standard deviation for Lincoln Dark was $100K. Test the hypothesis that the average house price in Lincoln Dark is the same as the average house price in Hyde Dark vs. the alternative that they are different. (A ghost of your professor appears to you and it shouts -- it is a two-sided hypothesis.) Use alpha 10%.
Tell the client the value of test statistic up to 3 decimal points (Hint: test statistic refers to t-test or z-test. Note you need to choose which one is the correct approach in this situation.)
QUESTION 15
Your client is now concerned whether the house prices in Lincoln Dark and Hyde Dark are the same. To collect data on house prices in Hyde Dark, your team randomly selects 9 houses. The sample average is $400K for Hyde Dark. The sample standard deviation for Hyde Dark is $90K. You decide to use the data for Lincoln Dark that you previously collected using 25 randomly selected houses. The sample average for Lincoln Dark was $500K. The sample standard deviation for Lincoln Dark was $100K. Test the hypothesis that the average house price in Lincoln Dark is the same as the average house price in Hyde Dark vs. the alternative that they are different. (A ghost of your professor appears to you and it shouts -- it is a two-sided hypothesis.) Use alpha 10%.
Tell the client the critical value up to 3 decimal points. (Hint: critical value refers to t-critical or z-critical. Note you need to choose which one is the correct approach in this situation. )
QUESTION 16
Your client is now concerned whether the house prices in Lincoln Dark and Hyde Dark are the same. To collect data on house prices in Hyde Dark, your team randomly selects 9 houses. The sample average is $400K for Hyde Dark. The sample standard deviation for Hyde Dark is $90K. You decide to use the data for Lincoln Dark that you previously collected using 25 randomly selected houses. The sample average for Lincoln Dark was $500K. The sample standard deviation for Lincoln Dark was $100K. Test the hypothesis that the average house price in Lincoln Dark is the same as the average house price in Hyde Dark vs. the alternative that they are different. (A ghost of your professor appears to you and it shouts -- it is a two-sided hypothesis). Use alpha 10%.
Choose your response to the client regarding Null Hypothesis from the choices below:
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1. |
Reject Null Nypothesis |
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2. |
CANNOT Reject Null Nypothesis |
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3. |
ACCEPT Null Hypothesis |
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4. |
Impossible to answer given the information |
QUESTION 17
Your client is now concerned whether the house prices in Lincoln Dark and Hyde Dark are the same. To collect data on house prices in Hyde Dark, your team randomly selects 9 houses. The sample average is $400K for Hyde Dark. The sample standard deviation for Hyde Dark is $90K. You decide to use the data for Lincoln Dark that you previously collected using 25 randomly selected houses. The sample average for Lincoln Dark was $500K. The sample standard deviation for Lincoln Dark was $100K. Test the hypothesis that the average house price in Lincoln Dark is $50K more expensive than the average house price in Hyde Dark vs. the alternative that they are not. (A ghost of your professor appears to you and it shouts -- it is a two-sided hypothesis). Use alpha 10%.
Your client asks you to provide her the value of test statistic up to 3 decimal points.
QUESTION 18
You pick up your client, Princess Leia, from her home. Ms. Leia shares her company’s model used to estimate the house prices in Lincoln Dark. (see below) Note: p-values are already in percent.
Based on the Excel output above which coefficients are statistically significant at alpha 1%. Choose all that apply
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1. |
Intercept |
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2. |
Number of Bathrooms |
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3. |
Number of rooms |
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4. |
Square Feet |
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5. |
School District Rating |
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6. |
Age |
QUESTION 19
You pick up your client, Princess Leia, from her home. Ms. Leia shares her company’s model used to estimate the house prices in Lincoln Dark. (see below) Note: p-values are already in percent.
Based on the Excel output above which coefficients are statistically significant at alpha 5%. Choose all that apply
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1. |
Intercept |
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2. |
Number of Bathrooms |
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3. |
Number of rooms |
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4. |
Square Feet |
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5. |
School District Rating |
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6. |
Age |
QUESTION 20
Explain to the client what null hypothesis and alternative hypothesis does the Excel test when it reports p-value for the Age coefficient. Be precise to get full credit.
13) z =(450-500)/100)*5 = -2.5. So,
Reject Null Hypothesis. Option B is Correct
Hope you can answer them, thank you QUESTION 13 Your client has a gut feeling (she...
QUESTION 6 2 points Save Answer A client wants to invest money in real estate in Lincoln Dark. She asks you to compute the 90% Confidence Interval for the average price. Your sample size is 25 houses. The average based on the sample is $500K. The sample standard deviation is $100K Based on the above information give the client the numeric value for t or z* you plan to use (up to 3 decimal points) in computing confidence interval. Note,...
The sample data consist of 23 houses from a specific city yielded the average house price $226,460 and the standard deviation of the house price $11,500. Use a significance level 0.01 to test whether the mean house price of the whole city is more than $220,000. Compute the value of the test statistic, and P-value for the specified hypothesis test and state your conclusion. Assume the house prices of this city follows normal distribution. Question 2 options: Test statistic: t...
The sample data consist of 23 houses from a specific city yielded the average house price $226,460 and the standard deviation of the house price $11,500. Use a significance level 0.01 to test whether the mean house price of the whole city is more than $220,000. Compute the value of the test statistic, and P-value for the specified hypothesis test and state your conclusion. Assume the house prices of this city follows normal distribution. Test statistic: t = 2.69, p-value...
please answer these questions
QUESTION 14 The owner of a toy store has received his first shipment of a certain type of toy, and is trying to decide whether $26.50 is an acceptable prion to charge for this toy. Ho samples 40 other stores that already sell this toy, and finds that the average price for the 40 stores in $24.63, and the standard deviation is $6.12. He will decide that $26.50 is acceptable if he finds that it is...
You work for a major airline. The airlines overall costs depend very much on price of jet fuel; your task is to estimate the worldwide average price of this fuel. Your airline believes that the price of fuel is 124.9 dollars per barrel and your would like to test this with a hypothesis test. You carry out a simple random sample of n=9 of these prices and find a sample average x(with a line on top of x)= 125.7 dollars...
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(1 point) The time needed for college students to complete a certain paper-and-pencil maze follows a normal distribution with a mean of 30 seconds and a standard deviation of 2.3 seconds. You wish to see if the mean time is changed by vigorous exercise, so you have...
please answer this question
subject about Business Statistics thanks.
Section 5: One (OK, two) last question(s) 18. Before you answer this question, please re-read the explanation of objective 1 in the accompanying document, Introduction to Hypothesis Testing" and the first 2 pages of chapter 10. We are testing the hypothesis that the average family income in Anne Arundel County is more than $50,000. We take a random sample of 100 families (using good sampling technique so that the sample is...
As you are answering each question, please explain your answers in addition to picking what you believe to be the correct letter choice. 1. You conduct a hypothesis test with a sample of size n = 40 and you observe values for the sample mean and sample standard deviation that do not lead to the rejection of the null hypothesis. In fact, you determine the p-value is 0.0667. What would you expect to happen to the p-value if the sample...
You are hired by Google to research how much people are willing to pay for a new cell phone in US. They are especially interested to know if their new phone, Pixel, should be priced similarly to Apple’s iPhone. Google believes that there is a difference between what Android and iPhone users are willing to pay for high-end phones. You are hired to answer this question. To analyze iPhone users your team randomly selects 16 individuals. The sample average for...
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1.- Statewide, the average score on the verbal portion of the college entrance exam is 453. with a standard deviation of 95. Arandom sample of 137 seniors at Littlewood Regional High School shows a mean score of 502. Is there a significant difference? Alpha level:.10 a) The null and alternate hypothesis b) stablish the critical region: c) Compute the statistics d) Make a decision and conclusion