04:39

Tutoring Information

01:14:21

F21 Probability Lecture 31: Solutions to Final

01:55:47

F21 Probability Lecture 30: Solutions to a difficult Exam

01:07:08

F21 Probability Lecture 29: Jointly Independent Random Variables

01:13:59

F21 Probability Lecture 28: Jointly Distributed Random Variables

01:15:21

F21 Probability Lecture 27: Interesting Examples Involving Beta and Exponential Distributions

01:13:59

F21 Probability Lecture 26: Beta and Exponential Distributions

00:24

F21 Probability Lecture 0: You Like Probability Theory!

01:17:44

F21 Probability Lecture 25: Central Limit Theorem and Beta Distribution

01:20:14

F21 Probability Lecture 24: Uniform and Normal Random Variables

01:15:09

F21 Probability Lecture 24: Expected Value of Continuous Random Variables

01:13:11

F21 Probability Lecture 23: Weak and Strong Laws of Large Numbers and Continuous Random Variables

01:17:17

F21 Probability Lecture 22: Poisson Random Variables

01:13:17

F21 Probability Lecture 21: Negative Binomial Negative Hypergeometric and Poisson Distributions

01:17:06

F21 Probability Lecture 20: Properties of Binomial and Hypergeometric Distributions

01:14:06

F21 Probability Lecture 19: More on Covariance and Binomial Random Variables

01:17:06

F21 Probability Lecture 18: More on Expected Value and Covariance

01:20:06

F21 Probability Lecture 17: Properties of Expectation

01:18:29

F21 Probability Lecture 16: Cumulative Distribution, Random Variables, and Expected Value

01:21:27

F21 Probability Lecture 15: Independence Random Variable and Expected Value

01:17:41

F21 Probability Lecture 14: Interesting Problems

01:18:51

F21 Probability Lecture 13: Learning to Apply the Bayesian Formula

01:15:21

F21 Probability Lecture 12: Baysian Formula

01:19:14

F21 Probability Lecture 11 Quiz and Conditional Probability

01:16:10

F21 Probability Lecture 10: Additional Counting Problems and Sums to Infinity

01:14:26

F21 Probability Lecture 9: A few Examples with Cards

01:16:20

F21 Probability Lecture 8: Axioms of Probability and Some Examples

42:06

F21 Probability Lecture 7: What is Probability?

32:55

F21 Probability Lecture 6: Review of Sequences and Series Part 2

54:18

F21 Probability Lecture 4: Farewell to Combinatorics

23:48

F21 Probability Lecture 5: Review of Sequences and Series Part 1

03:47

Massachusetts Beaver Sighting 2021 September 5 full

01:18:29

F21 Probability Lecture 3: Multinomial Coefficients and Counting Integral Solutions of Equation

01:11:06

F21 Probability Lecture 2: Combinations and the Binomial Theorem

01:11:32

F21 Probability Lecture 1: Basic Principle of Counting

01:40:23

E S21 Calculus Lecture 30: The Fundamental Theorem of Calculus

02:20:53

M S21 Calculus Lecture 30: The Fundamental Theorem of Calculus

01:35:14

S21 Probability Lecture 30: Uniform Random Variable

01:40:13

E S21 Calculus Lecture 29: Riemann Sums and The Area Problem

01:34:16

M S21 Calculus Lecture 29: Riemann Sums and The Area Problem

01:15:22

S21 Probability Lecture 29: Continuous Random Variables and Expectation

02:22:58

S21 Review For the Calculus Final

01:41:58

E S21 Calculus Lecture 28: More on U Sub and Sigma Notation

02:05:59

M S21 Calculus Lecture 28: More on U Sub and Sigma Notation

01:21:10

S21 Probability Lecture 28: Weak and Strong Laws of Large Numbers

01:47:55

E S21 Calculus Lecture 27: Antiderivatives and Integration

01:16:36

M S21 Calculus Lecture 27: Antiderivatives and Integration

01:19:34

S21 Probability Lecture 27: Poisson Random Variable

01:41:46

E S21 Calculus Lecture 26: Derivatives of Inverse Trig Functions and Related Rates

02:00:23

M S21 Calculus Lecture 26: Derivatives of Inverse Trig Functions and Related Rates

01:04:37

S21 Probability Lecture 26: Solutions to Exam 1

01:15:21

S21 Probability Lecture 25: Negative Binomial and Negative Hypergeometric Distributions

01:30:45

E S21 Calculus Lecture 25: Logarithmic Differentiation

01:14:45

M S21 Calculus Lecture 25: Logarithmic Differentiation

03:16

Nobel Prize Winner Prof. Michael Levitt On Effectiveness Of Lockdowns

01:13:46

S21 Probability Lecture 24: Geometric and Negative Binomial

01:34:29

E S21 Calculus Lecture 24: Computing Derivatives of Inverse Functions

01:54:30

M S21 Calculus Lecture 24: Computing Derivatives of Inverse Functions

01:09:50

S21 Probability Lecture 23: Binomial and Hypergeometric Random Variables

01:38:00

E S21 Calculus Lecture 23: Inverse Functions