Week 1

Answer the following questions:

1.     Jackson (2012) even-numbered Chapter Exercises (p. 244).

2.     What is the purpose of conducting an experiment? How does an experimental design accomplish its purpose?

3.     What are the advantages and disadvantages of an experimental design in an educational study?

4.     What is more important in an experimental study, designing the study in order to make strong internal validity claims or strong external validity claims? Why?

5.     In an experiment, what is a control? What is the purpose of a control group? Of single or multiple comparison groups?

6.     What are confounds? Give an example of a design that has three confounds. Describe three ways to alter the design to address these confounds and explain the advantages and disadvantages of each.

7.     What does “cause” mean and why is it an important concept in research? How are correlation and causation related?

8.     You are a researcher interested in addressing the question: does smiling cause mood to rise (i.e., become more positive)? Sketch between-participants, within-participants, and matched-participants designs that address this question and discuss the advantages and disadvantages of each to yielding data that help you answer the question. Describe and discuss each design in 4-5 sentences.

 

Week 2

This is a two part assignment that will be submitted within one document.

Part I
Part I checks your understanding of key concepts from Jackson and Trochim & Donnelly.

Answer the following questions:

1.     Jackson even-numbered Chapter exercises (pp. 220-221; 273-275)

2.     What are degrees of freedom? How are the calculated?

3.     What do inferential statistics allow you to infer?

4.     What is the General Linear Model (GLM)? Why does it matter?

5.     Compare and contrast parametric and nonparametric statistics. Why and in what types of cases would you use one over the other?

6.     Why is it important to pay attention to the assumptions of the statistical test? What are your options if your dependent variable scores are not normally distributed?

Part II
Part II introduces you to a debate in the field of education between those who support Null Hypothesis Significance Testing (NHST) and those who argue that NHST is poorly suited to most of the questions educators are interested in. Jackson (2012) and Trochim and Donnelly (2006) pretty much follow this model. Northcentral follows it. But, as the authors of the readings for Part II argue, using statistical analyses based on this model may yield very misleading results. You may or may not propose a study that uses alternative models of data analysis and presentation of findings (e.g., confidence intervals and effect sizes) or supplements NHST with another model. In any case, by learning about alternatives to NHST, you will better understand it and the culture of the field of education.

Answer the following questions:

1.     What does p = .05 mean? What are some misconceptions about the meaning of p =.05? Why are they wrong? Should all research adhere to the p = .05 standard for significance? Why or why not?

2.     Compare and contrast the concepts of effect size and statistical significance.

3.     What is the difference between a statistically significant result and a clinically or “real world” significant result? Give examples of both.

4.     What is NHST? Describe the assumptions of the model.

5.     Describe and explain three criticisms of NHST.

6.     Describe and explain two alternatives to NHST. What do their proponents consider to be their advantages?

7.     Which type of analysis would best answer the research question you stated in Activity 1? Justify your answer.

 

 

Week 3

Answer the Following Questions

1.     Jackson, even-numbered Chapter Exercises, pp. 308-310.

2.     What is an F-ratio? Define all the technical terms in your answer.

3.     What is error variance and how is it calculated?

4.     Why would anyone ever want more than two (2) levels of an independent variable?

5.     If you were doing a study to see if a treatment causes a significant effect, what would it mean if within groups, variance was higher than between groups variance? If between groups variance was higher than within groups variance? Explain your answer

6.     What is the purpose of a post-hoc test with analysis of variance?

7.     What is probabilistic equivalence? Why is it important?

 

 

Week 4

Answer the Following Questions:

1.     Jackson, even-numbered Chapter Exercises, pp. 335-337.

2.     Explain the difference between multiple independent variables and multiple levels of independent variables. Which is better?

3.     What is blocking and how does it reduce “noise”? What is a disadvantage of blocking?

4.     What is a factor? How can the use of factors benefit a design?

5.     Explain main effects and interaction effects.

6.     How does a covariate reduce noise?

7.     Describe and explain three trade-offs present in experiments.

 

Week 5

Quasi-Experimental Designs

Part I – Answer the following questions:

1.     Jackson (2012), even-numbered chapter exercises, p 360.

2.     Describe the advantages and disadvantages of quasi-experiments? What is the fundamental weakness of a quasi-experimental design? Why is it a weakness? Does its weakness always matter?

3.     If you randomly assign participants to groups, can you assume the groups are equivalent at the beginning of the study? At the end? Why or why not? If you cannot assume equivalence at either end, what can you do? Please explain.

4.     Explain and give examples of how the particular outcomes of a study can suggest if a particular threat is likely to have been present.

5.     Describe each of the following types of designs, explain its logic, and why the design does or does not address the selection threats discussed in Chapter 7 of Trochim and Donnelly (2006):

a.     Non-equivalent control group pretest only

b.     Non-equivalent control group pretest/posttest

c.      Cross-sectional

d.     Regression-Discontinuity

6.     Why are quasi-experimental designs used more often than experimental designs?

7.     One conclusion you might reach (hint) after completing the readings for this assignment is that there are no bad designs, only bad design choices (and implementations). State a research question for which a single-group post-test only design can yield relatively unambiguous findings.

Part II – Answer the following questions:

1.     What research question(s) does the study address?

2.     What is Goldberg’s rationale for the study? Was the study designed to contribute to theory? Do the results of the study contribute to theory? For both questions: If so, how? If not, why not?

3.     What constructs does the study address? How are they operationalized?

4.     What are the independent and dependent variables in the study?

5.     Name the type of design the researchers used.

6.     What internal and external validity threats did the researchers address in their design? How did they address them? Are there threats they did not address? If so how does the failure to address the threats affect the researchers’ interpretations of their findings? Are Goldberg’s conclusions convincing? Why or why not?

 

Week 7

Samples, Power Analysis, and Design Sensitivity

Warm-up Activity
Download G*Power and play around with it. See how changes in assumptions and parameters affect sample size estimates.
Part 1

1.     Compare and contrast internal and external validity. Describe and give examples of research questions for which external validity is a primary concern. Describe and give examples of research questions in which internal validity is a primary concern. Discuss strategies researchers use in order to make strong claims about the applicability of their findings to a target population.

2.     Compare and contrast random selection and random assignment. Be sure to include a discussion of when you would want to do one or the other and the possible consequences of failing to do random selection or random assignment in particular situations.

3.     Explain the relationship between sample size and the likelihood of a statistically significant difference between measured values of two groups. In other words, explain why, all else being equal, as sample size increases the likelihood of finding a statistically significant relationship increases.

4.     Compare and contrast probability and non-probability sampling. What are the advantages and disadvantages of each?

Part 2
If you do a quantitative study for your dissertation, you must estimate the sample size you will need in order to have a reasonable chance of finding a relationship among the variables stated in your research hypotheses (should one exist), given your statistical analysis(es) and assumptions/calculations of factors 2-4 above. You must do this, even if you plan to use a convenience sample (see below). There are a number of sample size calculators available. Northcentral uses G*Power, which is required in this Activity. You will use G*Power’s “a priori power analysis” function to calculate a sample size. If it yields an unrealistically large size sample, you will rethink your design and assumptions and, perhaps, use G*Power’s “compromise power analysis” to estimate a workable sample size that makes sense. If you plan on using a convenience sample, you would use both analyses as part of your argument that your convenience sample is large enough.

Submit the Following
1. Calculate the sample size needed given these factors:

·  one-tailed t-test with two independent groups of equal size

·  small effect size (see Piasta, S.B., & Justice, L.M., 2010)

·  alpha =.05

·  beta = .2

·  Assume that the result is a sample size beyond what you can obtain. Use the compromise function to compute alpha and beta for a sample half the size. Indicate the resulting alpha and beta. Present an argument that your study is worth doing with the smaller sample.

2. Calculate the sample size needed given these factors:

·  ANOVA (fixed effects, omnibus, one-way)

·  small effect size

·  alpha =.05

·  beta = .2

·  3 groups

·  Assume that the result is a sample size beyond what you can obtain. Use the compromise function to compute alpha and beta for a sample approximately half the size. Give your rationale for your selected beta/alpha ratio. Indicate the resulting alpha and beta. Give an argument that your study is worth doing with the smaller sample.

3. In a few sentences, describe two designs that can address your research question. The designs must involve two different statistical analyses. For each design, specify and justify each of the four factors and calculate the estimated sample size you’ll need. Give reasons for any parameters you need to specify for G*Power.

 

Week 8

Write your mock Concept Paper using the Concept Paper template found in the Dissertation Center. Follow the template guidelines for each section.

1.     Write an Introduction describing your topic.

2.     Write the Statement of the Problem section.

3.     Describe the Purpose of the Study. Include the results of your power analysis.

4.     State your Research Question and your null and alternative hypotheses. Be sure that your question aligns with your purpose.

5.     Write a Brief Review of the Literature.

6.     Complete the Research Methods section (including the Operational Definition of Variables, Constructs, and Measurement sub sections). Follow the instructions in the CP template. Be sure to:

a.     Identify the strengths and weaknesses of your envisioned design and methods.

b.     Identify threats to validity and how your design will address them.

c.      Justify why your chosen design and methods are more appropriate for your research question than alternatives you have considered.

d.     Define the constructs you will measure and what you will do in order to determine how to operationalize them.

e.      Describe the sample you propose to study and its characteristics; this should include, but is not limited, to: 1) age; 2) gender; 3) ethnicity; 4) additional cultural factors; and 5) education level. Justify your choice of sample.

f.       Describe your method of sampling.

g.     Describe the type of data you need to collect and how you will collect it.

h.     Briefly describe any ethical issues you foresee with your study. Make a preliminary assessment of the level of risk associated with participation in your study that might need to be raised with the Institutional Review Board.

i.       Describe and justify how you will analyze your data and the descriptive statistics will you present.

j.       Explain how you conducted your power analysis.

k.     Describe how you will handle your data, check for accuracy etc.

l.       What problems do you foresee in implementing the design? How might you prevent them?

 

1.Jackson (2012) even-numbered Chapter Exercises (p. 244). You read in a health magazine about a study in which a new therapy technique for depression was examined. A group of depressed individuals volunteered to participate in the study, which lasted 9 months. There were 50 participants at the beginning of the study and 29 at the end of the 9 months. The researchers claimed that of those who completed the program, 85% improved. What possible confounds can you identify in this study? What are internal validity and external validity, and why are they so important to researcher?

Research has a bias since they are not taking into account the total number of participants. They are not considering the complete sample. It is important to have a complete validity of data for better analysis. Complete analysis of sample needs to be taken into account. Integrity in the field of academics is crucial not only inside the university but also for maintaining the level of trust in the minds of the people. It is upto the researchers to maintain the integrity and the brand image of the university.

 

 

2.What is the purpose of conducting an experiment? How does an experimental design accomplish its purpose?

Kant in 1793 proposes something that went on rampage and is now known worldwide. The saying was

“Some things are fine in theory, but do not work in practice”

This rule is applicable even after centuries. Now people understand that theory and then application of the same in real like is not very easy. Identifying something in theory is somewhat easy. It just needs some logic and nothing else whereas, application of the same in theory is very different. When a person starts applying a theory into actual practice, the real test starts and it is not very easy to pass through. There will be many hurdles that a person needs to pass.

 

3.What are the advantages and disadvantages of an experimental design in an educational study?

Biggest advantage is related to the fact that the experimental design helps in analysing the difference between fact and the theory and the practical implementation of the same.

· To describe the characteristics of relevant groups, such as consumers, salespeople, organizations, or market areas.

· To estimate the percentage of units in a specified population exhibiting a certain behavior.

· To determine the perceptions of product characteristics.

· To determine the degree to which marketing variables are associated.

· To make specific predictions.

 

4.What is more important in an experimental study, designing the study in order to make strong internal validity claims or strong external validity claims? Why?

It is important to balance the two. According to stats direct:

Internal validity

This is about the validity of results within, or internal to, a study. It usually concerns causality, i.e. the strength of assigning causes to outcomes. For laboratory experiments with tightly controlled conditions, it is usually easy to achieve high internal validity. For studies in difficult to control environments, e.g. health services research, it can be difficult to claim high internal validity. When you claim high internal validity you are saying that in your study, you can assign causes to effects unambiguously. Randomisation is a powerful tool for increasing internal validity – see confounding.

 

In the context of questionnaires the term criterion validity is used to mean the extent to which items on a questionnaire are actually measuring the real-world states or events that they are intended to measure. This type of internal validity could be assessed by comparing questionnaire responses with objective measures of the states or events to which they refer; for example comparing the self-reported amount of cigarette smoking with some objective measure such as cotinine levels in breath.

 

External validity

This is about the validity of applying your study conclusions outside, or external to, the setting of your study. Another term for this is generalisability. Sometimes this is obvious, for example a public opinion poll taken at the entrance to a football match would not be properly representative of the general population. Often it is less obvious, for example a study in medical settings on a Monday morning will not be representative of the pattern of illnesses seen at other times of the week. A key to improving external validity is to understand the setting thoroughly before you embark upon the study.

 

5.In an experiment, what is a control? What is the purpose of a control group? Of single or multiple comparison groups?

Control means the level of significance an experiment.

Control group helps in comparing various groups in the experiment. A single hypothesis is tried for rejecting or acceptance in the experiment.

6.What are confounds? Give an example of a design that has three confounds. Describe three ways to alter the design to address these confounds and explain the advantages and disadvantages of each. Confounds means creating confusion in the experiment. When irrelevant data is added into the relevant data, confusion creeps into the experiment.

In the words of South Alabama university:

Potential confounding variables can be controlled for by using of one or more of a variety of techniques that eliminate the differential influence an extraneous variable may have for the comparison groups in a research study.

· Differential influence occurs when the influence of an extraneous variable is different for the various comparison groups.

· For example, if one group is mostly females and the other group is mostly males, then the gender may have a differentially effect on the outcome. As a result, you will not know whether the outcome is due to the treatment or due to the effect of gender.

· If the comparison groups are the same on all extraneous variables at the start of the experiment, then differential influence is unlikely to occur.

· In experiments, we want our groups to be the same (or “equivalent” on all potentially confounding extraneous variables). The control techniques are essentially attempts to make the groups similar or equivalent.

 

 

7.What does “cause” mean and why is it an important concept in research? How are correlation and causation related? A good hypothesis is a question(s) that would be answered with the data to be collected. The goal is to develop a hypothesis that is practical and testable. This the cause and the research try to prove it right or wrong.

 

 

8.You are a researcher interested in addressing the question: does smiling cause mood to rise (i.e., become more positive)? Sketch between-participants, within-participants, and matched-participants designs that address this question and discuss the advantages and disadvantages of each to yielding data that help you answer the question.

In between participants all the participants are researched and data is then compared.

In within subject, repeated research and use of statistical tools is the norm.

In matched participants, different participant in each group are researched.

Reference: http://www.ablongman.com/graziano6e/text_site/MATERIAL/sg/sg11su.htm

 

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Hello I am in need of someone to do problems 2,3,4. I have done problem 1 and provided the answers for reference. The assignment has to be done in 9 hours or 10:30PM central time. Thank you!!

1.Tom and Nancy want to buy a house in a particular neighborhood. they have two children ages 1 and 4. The average price home in this neighborhood runs about $350,000.  Together their family income is $100,000.  They have saved $75,000. The home they want to purchase costs $300,000. Taxes on the home run $3.00 per $100 of assessed value of the home. For new homes the assessed value is equal to 75% of the purchase price. Insurance runs half of one percent of the purchase price of the home. An Adjustable Rate Mortgage (ARM) requires a 10% down payment. Conventional loans require 20% down payment. Use the current rate of 4.5% at 30 years to calculate the mortgage for the Conventional loan. Use the current ARM rates for the Adjustable Rate Mortgage. Show all work for full credit.

Compute the per month cost including  interest, taxes and insurance (use above formula to get the taxes and insurance cost).

Show your work:

What will their down payment be?

Down payment = 20% of the purchasing price

= 300,000 * 20%

= $ 60,000

2) What will the cost of insurance be per month?

Cost of insurance = 1/2 * 1% of 300,000

= $ 1,500

Per month = 1500/12

= $ 125

3) What will their taxes be per month?

Taxes = $3.00 per $100 of assessed value

= 75% of 300,000

Addressed value = 300,000 * 75% = $ 225,000

Per $ 100 = 2250 * 3 = $ 6750 per year

Therefore, the monthly tax = 6750/12

= $ 562.5

4) What will their principal and interest be per month?

The loan term = 30 years

If the Principle = 300,000 – 60,000 = $ 240,000

Interest = ARM Interest of Principle Amount

= 4.5%/12 months

= 0.00375

Monthly principle and interest payment = M

M = 240,000 [0.00375 (1+0.00375)^360/(1+0.00375)^360 – 1]

M = $ 1215.97

5) What is their total monthly payment going to be including everything?

Therefore the total monthly payment;

= Principle & Interest + Taxes + Insurance

= 1215.97 + 562.5 + 125

= $ 1903.472

2. If they are currently renting a three-bedroom apartment for $1,750 per month. Just based on cost of renting vs. cost of buying with the above ARM, which would be cheaper and by how much per month? (20 points)

3. If the couple were to get a conventional loan, what would their cost be using the price of home and figures for figuring taxes and insurance. You will need to use a mortgage calculator. You can find them by asking Google or in one of the files in this module’s content area. Show your figures. (20 points)

a. Monthly principal and interest____________________

b. Monthly taxes________________________________

c. Monthly insurance_____________________________

d. Total cost of house payment using a  conventional loan.

 

4.  The Housing Video Topic in Mod 9’s content area presents short video segments that review what we learn in Chapter 13  about buying a home.  Part 3 of “How to Buy a Home” describes how different types of mortgages work.  After viewing this 3-½ minute video, write a brief description of what a home equity loan is, how it works, what the advantages of a home equity loan over a personal loan, and how it can be used as a savings account.

HELPFUL LINKS: https://myhome.freddiemac.com/buying/?gclid=CjwKCAjw_sn8BRBrEiwAnUGJDhoOHVDNVAR2JvaXFdHSU8c51oqzusk03sYdFlZlxAe2fiav4WfN5hoCJWoQAvD_BwE

https://youtu.be/c0WUw0-EnhQ — *REQUIRED FOR THE LAST QUESTION*

 

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