STAT 200
It's easy to lie with statistics, but hard to know the truth without them.
Worksheets
| Chap.
Triola
| TOPIC
| SOFTWARE
| EXTRAS & NOTES
|
| 1.2
| Data
Uniform Normal Skewed Bimodal
|
Generate data distributions/samples
|
Some Triola data
Some data distros
Fisher's iris data
Exs:Uniform&Normal
|
| 2.1 2.2 3.1 3.2 3.3
|
Frequency distribution, histogram, and stats
| freq dist, histogram, stats
***
grouped freq dist-->data
Nominal/Qualitative/Categorical data (freqs,bar graph, Pareto)
| Middles
Mean
Skew
right
Standard deviation
UMGC text chap.3
Ye olde data
Playfair
Crimea
Moscow
Irfanview: screenshot to image file
*/+- 2 lists, scalar
|
| 3.3
| Percentiles
| Percentiles
| quartiles
Growth chart
Empirical Rule
|
| 3.3
| z-scores
| x-->Z-score-->CDF
***
|
|
| 4
| Probability
More words
| Probability calculator(u.c.)
Conditional Probability
Probability table calculator
|
*Hat drawing/Subset
Classical
*Coin & die
*Card hands
*Proportions
*Birthdays
2-way inference
Venn 2 sets
*Monty Hall
*Bayes formula
Odds
*Disjoint subsets
|
| 4.4
| Counting: permutations & combinations
| nPr & nCr calculator&generator
| Factorial !
|
| 5.1
| Discrete distributions
|
Discrete probability distribution
|
| 5.2
| Binomial
| Binomial probabilities
|
|
| 5.3
| Poisson
| Poisson probabilities
|
|
|
| Uniform
|
| Uniform distribution
Exs:Uniform&Normal
|
|
| Exponential
| Exponential probabilities
|
|
|
| Geometric
|
| *Geometric distribution
*Geometric demo
|
| 6
| Normal distributions, CDF(z)
| x-->Z-score-->CDF
***
|
Histogram to Curve
*Card hands
Empirical Rule
Z table
Critical Z values
*Overlap 2 normals
|
| 6.4
| CLT central limit theorem
| CLT demo w/population
CLT demo w/parameters
| Sample means
CLT sampling distro
CLT SEM
CLT n effect
CLT ex.
*Heads counting
|
| 6.5
| Assessing normality.
|
Use sorted data and normality quantile data from
freq dist, histogram, stats
and paste into
correlation, scatter plot, regression line
|
|
| Inferential statistics:
|
|
|
| 7
| Estimation, Confidence intervals. One sample.
|
| Parameter
| Estimator Statistic
| Test statistic& distribution
|
| μ
| x̄
| t
|
| σ
| s
| Χ2
|
| p
| p̂
| z
|
| "Bad" estimators
|
| 7.1
| Proportion: 1-PropZInt and min n
Minimum sample size
| *Props sim
|
| 7.2
|
| Mean: T-Interval
*Minimum sample size
| *CI sim demo
T table
*Mean: Z-Interval rare
|
| 7.3
| VAR and SD: S2-Int Χ2
| Χ2 table
|
| 7.4
|
| Bootstrap resampling
|
|
| 8
| One sample Hypothesis testing
"pass/fail" tests
|
| Type I, II errors, Power
|
| 8.2
| Hypothesis Z-Test for Proportion
| Critical Z values
|
| 8.3
| Hypothesis T-Test for mean
|
| 8.4
| Hypothesis Χ2 Test for VAR and SD
|
|
| 9
|
|
| 9.1
| Two-sample Ind. pooled Proportions hypo test and CI
| 2-PropZTest and 2-PropZInt
|
|
| 9.2
| Two sample Independent Means hypo test and CI
| 2 Sample T-Test and 2 Samp T-Int
Visualize 2 independent samples
|
|
| 9.2-2 skip
| Two sample Pooled Ind. Means hypo test and CI
| Pooled 2 Sample T-Test and 2 Samp T-Int
|
| 9.3
| Two sample Matched-pairs / Dependent MeanDiff hypo test and CI
| t-Test and t-Interval
Visualize 2 dependent samples
|
|
| 9.4
| Two sample Independent Standard Deviation hypo test
| 2 sample SD F-Test
| F table .05
|
| 10
| Correlation and Regression
| correlation, scatter plot, regression line
Generate correlated data
| r critical values table
Examples
1969 draft
data
Anscombe's quartet
Rank CVs
|
| 10.4
| Multiple Linear Regression
| stats.blue
|
| 10.5
| Non-Linear Regression
| stats.blue Polynomial
stats.blue Exponential
|
| 11.1
| Chi-squared Χ2 goodness-of-fit
| Χ2 goodness-of-fit test
| Χ2 table
|
| 11.2
| Chi-squared Χ2 test for Independence of 2 categorical variables
| Χ2 independence test
Visualize 2-way freq table
|
| 12.1
| ANOVA
3+ samples' means x̄i: all from same Pop?
| ANOVA
| F table .05
|
|
|
|
| Project3.xlsx
|
|
|
|
| Review data
|
|
| Arithmetic and algebra
| Mathpapa.com
| Tips
|
| Bonus
|
| PCA (u.c.)
|
|
List of Youtube stats videos
Stats cartoons
Quotes
History
Bunch of formulas
bonus homework
UMGC old text
UMGC text chap.6
UMGC text chap.7
UMGC text chap.9
UMGC text chap.10
UMGC text chap.11