Meeting #1
W, Aug 14
0.0 First day 0.1 Intro to the Hawkes environment
2.1 Frequency Distributions
Current “Certify” assignment(s): 2.1
Meeting #2
M, Aug 19
0.1 Intro to Hawkes, continued; 0.2 TI-84 Lists
1.1 Pop./Sample; Descriptive/Inferential
Current “Certify” assignment(s): 1.1
Meeting #3
W, Aug 21
3.1 Measures of Center
1.2 Data Classification
Current “Certify” assignment(s): 3.1, 1.2
Meeting #4
M, Aug 26
3.2a Measures of Dispersion
2.2a(i) Pie chart
Current “Certify” assignment(s): 3.2a
Meeting #5
W, Aug 28
3.2b Applying the Standard Deviation
Progress Report, View by due date
Current “Certify” assignment(s): 3.2b
Meeting #6
W, Sep 4
3.3 Measures of Relative Position
2.2a(ii) Bar graphs
Current “Certify” assignment(s): 3.3
Meeting #7
M, Sep 9
4.1 Introduction to Probability
1.3 The Process of a Statistical Study
Current “Certify” assignment(s): 4.1, 1.3
Meeting #8
W, Sep 11
4.2 Addition Rules for Probability
2.2a(iii) Pareto chart
Current “Certify” assignment(s): 4.2, 2.2a
Meeting #9
M, Sep 16
4.3 Multiplication Rules for Probability
Full credit: “Certify” before next meeting
Current “Certify” assignment(s): 4.3
Meeting #10
W, Sep 18
4.4 Combinations and Permutations
2.2b(i) Time series
Current “Certify” assignment(s): 4.4
Meeting #11
M, Sep 23
4.5 Combining Probability and Counting Techniques
Goal: 1 or 2 exams done by end of Sept.
Current “Certify” assignment(s): 4.5
Meeting #12
W, Sep 25
5.1 Discrete Random Variables
2.2b(ii) Histograms
Current “Certify” assignment(s): 5.1
Meeting #13
M, Sep 30
5.2* Binomial Distribution
2.2b(iii) Frequency Polygons
Current “Certify” assignment(s): 5.2*
Meeting #14
W, Oct 2
6.1 Introduction to the Normal Distribution
1.4 How to Critique a Published Study
Current “Certify” assignment(s): 6.1, 1.4
Meeting #15
M, Oct 7
6.2 Finding Area Under a Normal Distribution
2.2b(iv) Ogives
Current “Certify” assignment(s): 6.2
Meeting #16
W, Oct 9
6.3 Finding Probability Using a Normal Distribution
Progress Report, View by due date
Current “Certify” assignment(s): 6.3
Meeting #17
W, Oct 16
6.4 Finding Values of a Normally Distrib’d Random Var.
2.2b(v) Relative Frequency Graphs
Current “Certify” assignment(s): 6.4
Meeting #18
M, Oct 21
7.1 Introduction to the Central Limit Theorem
2.2b(vi) Stem and Leaf Plots
Current “Certify” assignment(s): 2.2(b)
Meeting #19
W, Oct 23
7.2 The Central Limit Theorem with Means
Should have two exams done by now!
Current “Certify” assignment(s): 7.2
Meeting #20
M, Oct 28
8.1 Estimating Population Means (σ known, using z)
2.3 Analyzing graphs
Current “Certify” assignment(s): 8.1, 2.3
Meeting #21
W, Oct 30
8.2 Student’s t-Distribution
Extra credit Certify items are due at end
Current “Certify” assignment(s): 8.2
Meeting #22
M, Nov 4
8.3 Estimating Population Means (σ unknown, using t)
Progress Report, View by due date
Current “Certify” assignment(s): 8.3
Meeting #23
W, Nov 6
8.4*Estimating Population Proportions
Should have three exams done by now!
Current “Certify” assignment(s): 8.4*
Meeting #24
M, Nov 11
10.1 Fundamentals of Hypothesis Testing
The end is near! Plan for retests, too.
Current “Certify” assignment(s): 10.1
Meeting #25
W, Nov 13
10.2 Hypothesis Testing for Means (σ known, using z)
Progress Report, View by due date
Current “Certify” assignment(s): 10.2
Meeting #26
M, Nov 18
10.3 Hypothesis Testing for Means (σ unknown, using t)
Should have four exams done by now!
Current “Certify” assignment(s): 10.3
Meeting #27
W, Nov 20
12.1 Scatter Plots and Correlation
One exam per person per business day.
Current “Certify” assignment(s): 12.1
Meeting #28
M, Nov 25
12.2 Linear Regression
Progress Report, View by due date
Current “Certify” assignment(s): 12.2
Meeting #29
M, Dec 2
10.4* Hypothesis Testing for Proportions
Leave time for retest on Final if you can.
Current “Certify” assignment(s): 10.4*
Meeting #30
W, Dec 4
4.Extra Probability: Powerball and Poker (optional)
Few days remain for Certify and exams!
Current “Certify” assignment(s):
Meeting #
Th, Dec 5
Final Exam period begins Thursday 12/5.
See “Absolute deadline” on next page.
Current “Certify” assignment(s):