Mills Prime Number Generator

[@souravmohanrane2891]

One of THE BEST teachers in EXISTENCE !!!!!!!! +rep

[@niltondasilva1645]

Ótima explicação! Entendi! 👏👏👏👏👏👏👏👏👏👏

[@metehanturan8181]

1:40 floor function doesnt always substract the non-integers parts. see negative real numbers.

[@aadeshsalecha4951]

Please upload your complete lectures.....

[@nipunparadkar9458]

Damn you are freaking legend!

[@playerone839]

who else didnt know that a scientific calc had a store function.completely baffled!!

[@sphamandlaone6284]

What class is ths cause lm sure l never seen those things in my maths in Africa but here am l, and l need it.

[@sphamandlaone6284]

l just wish l had learnt this earlier

[@gezzuzzful]

its like saying they exist a number is all the prime numbers in a row.. and we can use it to generator prime numbers.. is starts with 23571113.......

[@VVeiQuek]

So, "n" cannot be just any number, it has to be positive integer?

[@harry6555]

greatest teacher

[@Khana-Badosh-Official]

At the end he gets 25.something which rounds up to 25 which is composite

[@StandardName562]

No he doesnt. Its 2521008887.

[@leesweets4110]

Is this a high school?

[@revengeofthenoobs1579]

what is floor(3.99999999) recurring?

[@hoagy_ytfc]

3 cos it never quite reaches 4

[@mrichards]

@@hoagy_ytfc 1/3 + 2/3 = 0.333... + 0.666... = 0.999... --- so you are saying that floor(1/3 + 2/3) = 0? floor(1/3 + 2/3) is clearly the same as floor(1) = 1.

[@hoagy_ytfc]

@@mrichards But ⅓ + ⅔ is 1, it's not 0.9999999...

[@mrichards]

@@hoagy_ytfc 0.333... + 0.666... is 0.999... though. And 0.333... = 1/3 and 0.666... = 2/3. So floor(0.333... + 0.666...) is the same as floor(1/3 + 2/3), so floor(0.999...) is the same as floor(1).

[@hoagy_ytfc]

Matt you are basically saying that 0.99999... is equal to 1.0, which clearly isn’t true.

[@mtheonlyone]

Computers logic I can loop!!

[@HereWasDede]

Cool teacher

[@S4NoctiS]

So, in this video the interesting part is "where does that one number come from?" while everything else is about as useful as knowing how to google "mills prime number generator". Huh? Fuck I hate schools...

[@farhanaditya2647]

And where does that one number come from?

[@cooltube2000]

Whiteboard inception

[@Nater.169]

Every prime number satisfy:. ******[(n-2)!-1]÷n=whole number**** Where: n is natural number

[@versatilevivex5150]

Why are the children this excited? This is like sixth grade material...

[@sphamandlaone6284]

Whats 6th grade mate

[@sphamandlaone6284]

South africa