Compound Probability of Independent Events - Coins & 52 Playing Cards

This video tutorial provides a basic introduction into calculating the compound probability of independent events. It contains examples on flipping coins and a standard 52 playing card deck.

Introduction to Probability:

Probability Formulas:

Probability Explained:

Probability With Geometry:

Probability of Complementary Events:

Conditional Probability:

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Independent and Dependent Events:

Probability of Mutual Exclusive Events:

Multiplication and Addition Rule:

Compound Probability:

Expected Value:

Probability Tree Diagrams:

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Bayes Theorem:

Probability - Binomial Distribution:

Probability - Geometric Distribution:

Probability - Poisson Distribution:

Continuous Probability Distributions:

Probability Density Functions:

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Probability - Uniform Distributions:

Probability - Exponential Distributions:

Probability - Normal Distributions (Calculus):

Probability - Standard Normal Distributions:

Probability - The Law of Large Numbers:

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Final Exams and Video Playlists:

Full-Length Videos and Worksheets:

[rokk]

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I think 😳 im crushing on u man. Been with me since day 1

[foxillicPVP]

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[kingsgaming]

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[sidechain]

For the final card problem, I just did 2/52 * 12.5/51, because the first event reduces the sample space of possible diamond cards by 0.5 and the sample space of total cards by 1.

[md.nurulislam]

Thank you sir. May the Almighty reward you the best for your good deeds.

[theriskengineer]

This was a very good instructional video. The refresher on fractional math was very helpful!

[felixarsene]

I am so grateful for this free course
I had this teacher
He gave these obvious example of dependent event and independent event
Dependent = event of coin to coin
Independent = event of cards and coin
😑

[koyvu]

Great video. Clear explanation and easy to follow. Easily helped to solve an argument that we were having in class.

[b.f.skinner]

Great content, but perhaps the prompt omitted the words Red King 'of Diamonds' on C, which might throw some people off who enjoy pausing the video and tackling the problem before you walk through it):

There are 2 red kings in the deck (King of Hearts and King of Diamonds), so the probability of selecting a red king on the first try is 2/52 not 1/52.

[velvetrose]

❤you are so much better at explaining than my lecturer😊

[benjiebenjy]

Wow .. I just can't stop loving your teachings

[potatotoes]

For question c it says red king, not red king of hearts? So isn’t the probability 2/52•13/51? Because there are two red kings

[Sk-fsjl]

Sweet moment when the always perfect our tutor takes extra trys drawing the club

[ptrparque]

Thanks a lot you're the best!! Have a nice day !!

[Gifty-pn]

I'm a Nigerian and I must say...your videos are amazing!!!
You whites teach really good!😮

[sanahnahk]

Thank you very much to making it so simple !

[Lisi_Mxo]

My lecturer + Course book = Even more confusion. You'd swear my lecturer is tryna cast a spell. Thank you for the clear explanation.

[charlottetawiah]

Thank you very much for the step by step explanation. I have now gotten the concept.

[RasickfareedSamhan]

the only thing I couldn't understand is P(A or B) = P(A) + P(B). this is only used for a mutually exclusive event, is this mutually exclusive? can you explain it to me, please?

[scottw]

For part c problem 1 is there a way to solve the answer arithmitically without writing out the sample space?