Spring 2013 – MAT 1272 Statistics – Reitz

active 3 years, 9 months ago

Open

This Course is OPEN.

Professor(s)

Jonas Reitz

Department

Mathematics

Course Code

MAT1272

Semester / Year

Spring 2013

Course Description

This course provides an introduction to statistical methods and statistical inference. Topics include descriptive statistics, random variables, distributions, sampling, estimation and inference, t-tests, chi-square tests and correlation.

Group Avatar by flickr user AJC1 (http://www.flickr.com/photos/ajc1/7919937474/)

Site Header from the excellent XKCD (http://xkcd.com/552/)

Acknowledgements

This course was created by: Jonas Reitz

Recent Discussions

Announcement Office hours on Thursday 5/9 will take place after class Announcement Office hours on Thursday 5/9 will take place after class

i had tried solving for the frist question on webwork 14 though it was still a bit weird since i was not able to find an exact answer for the m and b values i had set up most of my data in excel and save it as a pdf. i had tried solving for the frist question on webwork 14 though it was still a bit weird since i was not able to find an exact answer for the m and b values i had set up most of my data in excel and save it as a pdf.

Questions about WeBWorK, classwork, and exam reviews Questions about WeBWorK, classwork, and exam reviews

Glad I could help!! Glad I could help!!

Office hours next Tuesday 4/23 are shifted to 11:30am Office hours next Tuesday 4/23 are shifted to 11:30am

Hi everyone, Office hours next Tuesday, 4/23/13, will take place from 11:30am - 12:30pm (instead of the usual time of 3:45-4:45). This change is allow me to have my stitches removed ;) Sorry for any inconvenience, Jonas Hi everyone, Office hours next Tuesday, 4/23/13, will take place from 11:30am - 12:30pm (instead of the usual time of 3:45-4:45). This change is allow me to have my stitches removed ;) Sorry for any inconvenience, Jonas

Recent Docs

Study Guide for Problem # 22 Study Guide for Problem # 22

The marks on a statistics exam are normally distributed with mean 70 and standard deviation 10 Looking at this problem first you should notice that it asks you for statistics exam grade being “Normally distributed” That means that the gra The marks on a statistics exam are normally distributed with mean 70 and standard deviation 10 Looking at this problem first you should notice that it asks you for statistics exam grade being “Normally distributed” That means that the gra