210 F23 HW6 Lec 3

docx

School

Herzing University *

*We aren’t endorsed by this school

Course

320

Subject

Psychology

Date

Dec 6, 2023

Type

docx

Pages

2

Uploaded by AmbassadorStar2163

Report
Psych 210: Addington Fall 2023 Homework 6 (*13 points*) Due Date: Monday November 6 th by 4:00 PM at lecture A researcher wants a statistical test to be powerful, yet also would like to avoid a Type I error. For each of the following, state whether the approach would achieve the researcher’s goals, and explain your answer. 1. Increase the alpha level (for instance, from .01 to .05). 2. Use a small alpha level, but increase the sample size. 3. Use a one-tailed test. A clinical psychologist works at a mental health facility with patients who are severely emotionally disturbed. The patients on his floor all have a history of physical abuse as children. The psychologist is interested in whether these patients have a greater level of antisocial behavior compared to other emotionally disturbed individuals. The psychologist administers a well-known antisocial behavior inventory to his patients. This inventory has been given to a very large number of emotionally disturbed individuals, and the mean score for the inventory is = 55 with a = 12. Inventory scores are normally distributed, and a higher score indicates a greater level of antisocial behavior. Test whether the psychologist's patients have a significantly different level of antisocial behavior compared to the 'average' emotionally disturbed individual. Use an of .01. Data from his patients are listed below: 59 67 89 81 83 83 85 60 65 73 71 83 84 78 60 90 74 71 88 86 79 4. State the null and alternative hypotheses. 5. Define the critical region(s) in terms of z-scores (not Ms). 6. Calculate the standard error and the observed z-score value. What is your decision regarding the null hypothesis? 7. State the conclusion in nonstatistical terms. Kerry investigates the effect of a new learning protocol on maze-running ability in mice. She knows that the mean time taken for mice to run a standardized maze in her lab is = 50 seconds. Kerry runs a sample of 16 mice through her learning protocol; running times are listed below. 54 60 55 54 56 57 55 52 55 55 52 57 55 53 54 56 Test whether Kerry's new learning protocol makes her mice run significantly faster than average. Use an of .05. 8. State the null and alternative hypotheses. 9. Determine the critical value(s) for t.
10. Calculate the standard error and the observed t-value. What is your decision regarding the null hypothesis? 11. State the conclusion in nonstatistical terms. Developmental researchers who study infant vision have found that infants in general have limited color discrimination ability. For the general population of infants, test scores for color discrimination are normally distributed with a = 92 points and a = 11 points. However, if infants are provided with specific training that facilitates their discrimination of different colors, then test scores for infants' color discrimination are normally distributed with = 103 points and = 11 points. Higher numbers indicate better discrimination of color. 12. If you sampled n = 9 infants who were provided with color discrimination training, what would your statistical power be using an of .01? (Use a two-tailed H 1 .) 13. Describe two ways in which you could increase statistical power with this experiment.
Your preview ends here
Eager to read complete document? Join bartleby learn and gain access to the full version
  • Access to all documents
  • Unlimited textbook solutions
  • 24/7 expert homework help