Introduction to Probability and Statistics 131A. Lecture 1. Probability

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UCI Math 131A: Introduction to Probability and Statistics (Summer 2013)
Lec 01. Introduction to Probability and Statistics: Probability
Instructor: Michael C. Cranston, Ph.D.

License: Creative Commons CC-BY-SA

Description: UCI Math 131A is an introductory course covering basic principles of probability and statistical inference. Axiomatic definition of probability, random variables, probability distributions, expectation.

Recorded on June 24, 2013

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Professor Michael C. Cranston, thank you for an outstanding Introduction to Probability and Statistics. Probability and Statistics is a different way of thinking from start to finish. Students will have some difficulty with this course . This is an error free video/lecture on YouTube TV with Professor Michael C.Cranston.

georgesadler
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The explanation for permutation concept is awesome. it is based on real life scenario to derive the formula.

ongkamsiong
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It is 10th class mathematics in India and his teaching is very good

r.charantej
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I find this much more understandable than what mit is offering. Thank you so much!!

saubaral
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Absolutely well done and definitely keep it up!!! 👍👍👍👍👍

brainstormingsharing
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Thank you for sharing videos God Bless you

MrUsmanmarwat
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I am very interested in data, statistics & probability.

patrickbama
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please add cc subtitle to videos... even auto generated subs are good for non English like me

hosseinnzr
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12:23 LET STUDY Introduction to Probability and Luck!!!

MADCARLOZ
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Dr Cranston, I like your teaching style.  BTW - there is NO suit value of the cards when playing poker, i.e. unlike Bridge,  a spade flush has the same value as a club flush, heart, or diamond flush.  

michaelroy
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It seems there's two different playlists for "Math 131A" both created by UCI Open. Do they both contain the exact same videos?

twisthz
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Let A and B be two events such that the occurrence of A implies occurrence of B, But notvice-versa, then the correct relation between P(A) and P(B) is?
a)P(A) < P(B)
b)P(B)≥P(A)
c)P(A) = P(B)
d)P(A)≥P(B)

Correct answer of this question ? Please tell

ManishKumar-quvp
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Where are the rest of the lectures from this course?

covid-inthistogether
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What's the required textbook or reference book?

runsenliu
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I was a math major. I did pre law as my career choice. I can volunteer to tutor

angelabakloyvovtchaikovsky
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is this lecture for industrial engin or civil engin
thanks

Nargeswrsetling
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I can agree only on the sample space for alpha-particles emmited by an alarm, but the waiting times is far overblown. Waiting times at stop lights are never more than say 10 mins, so NOT +infinity. There must be some definite upper bound. Same goes for waiting times for a bus.

chordsequencer
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what is the ​textbook for this course?

sahalmuminkhan
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How do we know if two sets are mutually disjoint?

ryanjacksonx
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This grading scale is ridiculous. In all of my math classes over the years, I've always had at least 30% of the grade come from chapter tests, in addition to 10% from homework and 10% from quizzes. I've never seen a class with 80% of the grade based on two tests--the midterm and final. Geez.

Anonymous