Week 4 lecture_math_221_nov_2012
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WEEK 4 LECTURE FOR
MATH 221B. Heard
(These may not be copied, reproduced, or posted in an online classroom without my permission.
Students may download one copy for personal use.)
WEEK 4 LAB LECTURE Week 4 iLab
9 Questions (some requiring multiple answers)
I will show similar problems, but please note these are not the same values!
Submit in the given Microsoft Word Document to the Week 4 iLab Dropbox found in the Dropbox area (tabs at top of your course)
WEEK 4 LAB LECTURE Number 1
I will be using 1/5, 2/5 and 4/5 (NOT ¼ , ½ and ¾ )
WEEK 4 LAB LECTURE
WEEK 4 LAB LECTURE
WEEK 4 LAB LECTURE Now Graph All Three
WEEK 4 LAB LECTURE
WEEK 4 LAB LECTURE
WEEK 4 LAB LECTURE
WEEK 4 LAB LECTURE Number 2 Download Data (if you haven’t already)
File >> Open WorksheetChange Drive to pshop$(\\ilabss)(G:)Select Math 221 FolderSelect Math221_LabData MinitabWhen pop-up shows click “OK” (maybe
twice)
WEEK 4 LAB LECTURE
WEEK 4 LAB LECTURE
WEEK 4 LAB LECTURE
WEEK 4 LAB LECTURE Number 3
WEEK 4 LAB LECTURE Number 3
ETC
WEEK 4 LAB LECTURE Number 4
WEEK 4 LAB LECTURE For the first one, x ≥ 1, you would add all of
the probabilities from 1 through 10 for 2/5 or calculate 1 – P(0)
WEEK 4 LAB LECTURE For the second one, x > 1, you would add
all of the probabilities from 2 through 10 for 2/5 or calculate 1 – (P(0)+P(1))
WEEK 4 LAB LECTURE For the third one, 4<x ≤ 7, you would add
all of the probabilities from 5 through 7
WEEK 4 LAB LECTURE For the last one, x < 4 OR x ≥ 7, you would add all of
the probabilities from 0 through 3 AND all probabilities from 7 through 10 (OR YOU COULD SAY 1 – THOSE NOT INCLUDED)
WEEK 4 LAB LECTURE Number 5
Mean = 10 (2/5) = 4 Std Dev = Sq Root (10)(2/5)(3/5) = 1.549
WEEK 4 LAB LECTURE Number 6
Mean = 10 (1/5) = 2 Std Dev = Sq Root (10)(1/5)(4/5) = 1.265
WEEK 4 LAB LECTURE Number 7
Mean = 10 (4/5) = 8 Std Dev = Sq Root (10)(4/5)(1/5) = 1.265
WEEK 4 LAB LECTURE Number 8
USE DEFINITION OF BINOMIAL DISTRIBUTION…..
WEEK 4 LAB LECTURE Number 9
USE YOUR RESULTS FROM THE SURVEY DATA IN NUMBER 2 ANDCOMPARE THEM TO THE RESULTS FOR ½ IN NUMBER 5. EXPLAINWHY THEY DIFFER (HINT: ONE IS _________ AND THE OTHER IS______________) ABOUT A PARAGRAPH