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Verified Documents at Indiana University - Bloomington

Browse the full collection of course materials, past exams, study guides and class notes for MATH-M 118 - Finite Mathematics at Indiana University - Bloomington verified by our …
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PROFESSORS
All Professors
All semesters
Gregory Kattner
fall
28
Kruckman A
fall
2
Ciucu M
fall
10
Demeter I
fall
37
J. Hendrickson
fall
41
Gregory Kattner
fall
42

Verified Documents for J. Hendrickson

Class Notes

Taken by our most diligent verified note takers in class covering the entire semester.
MATH-M 118 Lecture 1: M118 - Lecture 1.1 Sets and Set Operations
394
MATH-M 118 Lecture 2: M118 - Lecture 1.2 Venn Diagrams and Partitions
280
MATH-M 118 Lecture 3: M118 - Lecture 1.3 Sizes of Sets
257
MATH-M 118 Lecture 4: M118 - Lecture 1.4 Sets of Outcomes and Trees
273
MATH-M 118 Lecture 5: M118 - Lecture 2.1 Probabilities, Events, and Equally Likely Outcomes
186
MATH-M 118 Lecture 6: MATH-M 118 Lecture 2: M118 - Lecture 2.2 Counting Arrangements: Permutations
357
MATH-M 118 Lecture 8: MATH-M 118 Lecture 2: M118 - Lecture 2.3 Counting Subsets: Combinations
334
MATH-M 118 Lecture 9: M118 - Lecture 2.4 Counting Probabilities Using Equally Likely Outcomes
142
MATH-M 118 Lecture 10: MATH-M 118 Lecture 3: M118 - Lecture 3.1 Probabilities Measures: Axioms and Properties
248
MATH-M 118 Lecture 11: M118 - Lecture 3.2 Conditional Probability and Independence
359
MATH-M 118 Lecture 12: M118 - Lecture 3.3 Stochastic Processes and Trees
426
MATH-M 118 Lecture 13: M118 - Lecture 3.4 Bayes Probabilities
432
MATH-M 118 Lecture 14: Exam 1 Review
641
MATH-M 118 Lecture 16: M118 - Lecture 4.1 Bernoulli Trials
227
MATH-M 118 Lecture 17: M118 - Lecture 4.2 Random Variables and Probability Density Functions
430
MATH-M 118 Lecture 18: 4.3
351
MATH-M 118 Lecture 19: 4.3 Expected Values and Standard Deviations of Random Variables
529
MATH-M 118 Lecture 20: 4.3b Expected Values of Random Variables
346
MATH-M 118 Lecture 22: Midterm Review (Ch. 1-3)
499
MATH-M 118 Lecture 23: Midterm Review 2
441
MATH-M 118 Lecture 24: Midterm Review 3
354
MATH-M 118 Lecture 25: 5.1 Review of Equations and Graphs of Lines
621
MATH-M 118 Lecture 26: 5.2 Formulation and Solution of Systems of Linear Equations in Two Variables
341
MATH-M 118 Lecture 27: 5.3a Formulation and Solution of Systems of Linear Equations in Three or More Variables
464
MATH-M 118 Lecture 28: 5.3b Formulation and Solution of Systems of Linear Equations in Three or More Variables
230
MATH-M 118 Lecture 29: 6.1 Matrix Notation and Algebra
348
MATH-M 118 Lecture 30: 6.2 Matrix Inverses
246
MATH-M 118 Lecture 31: 6.2b Matrix Inverses
474
MATH-M 118 Lecture 32: 6.3 A Linear Economic Model
233
MATH-M 118 Lecture 33: 6.3b A Linear Economic Model
334
MATH-M 118 Lecture 34: 8.1 States, Transitions, Transition Diagrams, and Transition Matrices
445
MATH-M 118 Lecture 35: 8.2 Basic Properties of Markov Chains
369
MATH-M 118 Lecture 36: 8.3a Regular Markov Chains
466
MATH-M 118 Lecture 37: 8.3b Regular Markov Chains
3106
MATH-M 118 Lecture 38: Exam Review (Ch.5, Ch.6, & Ch. 8)
341
MATH-M 118 Lecture 43: 7.1 Formulation of Linear Programming Problems
355
MATH-M 118 Lecture 44: 7.2 Systems of Linear Inequalities in Two Variables
440
MATH-M 118 Lecture 45: 7.3 Graphical Solution of Linear Programming Problems with Two Variables
444
MATH-M 118 Lecture 46: Final Exam Review
5101
MATH-M 118 Lecture 47: Final Exam Review 2
370
MATH-M 118 Lecture 48: Final Exam Review 3
4136