🏷️ LIMITED TIME OFFER: GET 20% OFF GRADE+ YEARLY SUBSCRIPTION →
Log in
Home1,900,000CA1,000,000

Syllabus for STAT 213 Ayse Deniz Sezer

14 views4 pages
redhorse12
19 Jan 2022
School
University of Calgary
Department
Statistics
Course
STAT 213
Professor
Ayse Deniz Sezer

For unlimited access to Class Notes, a Class+ subscription is required.

Do you feel this document is helpful?
wanyiwu and 39450 others unlocked
STAT 213 Full Course Notes
34
STAT 213 Full Course Notes
Verified Note
34 documents

Document Summary

Statistics 213 (l03-l04) winter 2019 - additional course information. Lecture: l03: tu/th 11:00am-12:15 pm, room: st 145; l04:m/w/f 2:00pm-3:00pm, room ene 241. Log in with your it username and password. Instructor: dr. deniz sezer, adsezer@ucalgary. ca, ms 532, o ce phone: 403-220-5092 o ce hour: w. Evaluation: top-hat 2% assignments - 18%; midterm exams (2, in lab) - 35%; final exam - 45% Text: statistics with custom chapter mystatlab and minitab by james mcclave and terry sincich. or. Introduction to statistics i - stat 213 - university of calgary - open source text book http://legacy. cnx. org/content/col11874/latest/ You may use a free 30-day trail on your own device. Minitab is available on computers in ms 317, 515, 521 and 571. Tutorials (labs): lab sections will be used to work through lab worksheets, to give you experience with. Minitab, to help with problems on request, and to prepare you for exams. Tas: each lab will have its own ta.

Related textbook solutions

Introductory Statistics
OER Edition, 2013
Openstax
ISBN: 9781938168208

Related Documents

Syllabus for STAT 1000Q Robert Apruzese
redhorse12

Related Questions

Grades A Statistics instructor created a linear regression equation to predict students' final exam scores from their midterm exam scores. The regression equation was 

 

(a) If Susan scores a 70 on the midterm, what did the instructor predict for her score on the final?

(b) Susan got an 80 on the final How big is her residual?

(c) If the standard deviation of the final was 12 points and the standard deviation of the midterm was 10 points, what is the correlation between the two tests?

(d) How many points would someone need to score on the midterm to have a predicted final score of 100?

Module 4 Minitab Assignment

Instructions:

Below you will find questions. Please use the provided data to complete the tasks and to answer the questions.

For the standard normal distribution, Z, find the proportion (percentage) of observations that satisfies each of the following statements. In each case, use a graph of the Normal curve and shade the area under the curve that is the answer to the question. 


Values of z larger than 2.33.

Between z = −1.50 and z = 1.18. 

Values of z less than 1.19. 

A set of final examination grades in an introductory statistics course was found to be normally distributed with a mean of 77 and a standard deviation of 8. For each of the following produce a normal distribution plot showing the appropriate shaded area.

What percentage of students scored lower than 70 on this exam? 

What percentage of students scored between 81 and 89? 

What percentage of students scored higher than 90 on this exam? 

What is the 80th percentile of scores? 

What is the 95th percentile of scores?

I need help conducting a z-test for my assignment. The question states, "You want to determine if Canadians are nicer (less rude) than Americans. Americans 'niceness' score is µ=2.4 with a standard deviation of 1.6. You get a sample of n=36 Canadians to complete the same niceness questionnaire. You calculate descriptive statistics for your sample as M=2.9 and s=1.9. As this is exploratory research, use an alpha of .10. Conduct a z-test on the information above. Make sure to note: 1.) the formula, 2.) the null and alternative hypothesis, 3.) the critical value, 4.) calculate the result (show calculation in case of error), 5.) What is the statistical decision, 6.) What does this mean in plain english?"

Thanks for the help!