Binomial Probability: Defective shirts in a box

[DanielKlein]

I can't believe this quality of math lesson just exists on YouTube free of charge

[dannyn]

Hey Eddie, a typical uncommon problem that tends to be asked in binomial probability is, "What is the most likely number of defective shirts?". Just a thought that comes to mind. You should make some videos on harder 4u probability. Anyways keep up the good work! :p

[thepresidentspizzeria]

8:41 sounds like minecraft spider noise

[analystwaterbombali]

Hi Eddie, I got a question. Is this a problem with replacement or without replacement? Because logically when we pick up a shirt, we do not put back and repick right? shouldnt it be without replacement and thus binomial cant be used?

[TheBrotherhood]

I tried to add it up and i got 0.0127
Are you meant to multiply to the power of the dfects/good shirts where ever it is written?
Why didnt you finish the problem?!

[angedieka]

Hello Eddie! kind help me here: In batch of 100 screws, a maximum of 3 can be defective. A random sample of 20 screws are taken. How many defective parts are allowed in this sample considering all scenarios probabilities less than or equal to 90%?

[cw]

wait.... the probability of greater than or equal to 2 defects and then they made the complement that included the probability of two defects? shouldn't it be the complement of P(0)+ P(1)?

[MA-qigr]

Can anyone tell me how the 125 shirts was found in 6:40?

[moy]

i cant believe how he worked fast past his defect answer, because a student MAYBE might of ask how you got it? Not from the answer key I hope

[Zgembo]

"you sent me 4 bad shits, this is rubbish you must be joking.... its a joke" i dont get it... someone explain please?