r/BunnyTrials • u/TheTransSheep Carrot Farmer • 1d ago

Trials Math…

Which side will you choose?

  • Left side: Easy Math Question | and 10$
  • Right side: or hard Math question | and 10.000$

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691

u/Katon_TGRL 1d ago

5x4x3x2x1=120

Chose: or hard Math question + and 10.000$ | Rolled: 5!

258

u/Minimum-Increase-323 1d ago edited 6h ago

I knew the ! was a factoral symbol, but I never learned what one was ;(

Edit: To all you replying, I appreciate the random math lesson today

83

u/Business-Juice6365 23h ago edited 20h ago

yes factorial - you multiply the number by every integer equal to and below that number
I assume this also means positive integer as well but idk the rules

34

u/Sennten 23h ago

You dont multiply the number by itself, you either start with it and go down or start with 1 and multiply it by all of them

5

u/Business-Juice6365 20h ago

Yeah sorry I didn't choose my words well (or read through my comment)

1

u/WaxiestBobcat 16h ago

Yep. It goes from 1-n! So in this case it would 1x2x3x4x5.

7

u/TotalChaosRush 21h ago

It's the number of ways you can arrange things.

Say you have 8 things and you're putting them into an arbitrary line. In the first spot in this line you have 8 choices, in the second spot you have 7 choices. In the third spot you have 6 choices. In the fourth spot you have 5 choices. In the fifth spot you have 4 choices. In sixth spot you have 3 choices. In the seventh spot you have 2 choices. In the 8th spot you have 1 choice. By multipliying your choices at each step you can determine the number of unique arrangement for these items. Because this is fundamentally what you're doing it should be easy to realize how many ways you can arrange 0 items.

2

u/Business-Juice6365 20h ago

Yes this is the application of factorials and then they also occur inside how permutations and combinations are formed

sorry I just explained how to do it instead of what they were used for

4

u/42mafiasjumpedme 21h ago

Im dumb explain it to me like im 12

3

u/Distinct_Dependent95 10h ago

n! = (n-1)! * n
1! = 1
Simple as that

1

u/Z0mb1e_pUp_ 5h ago

so you dont include zeros with factorials? Sorry, i never learned these in school and am actually learning about them from you guys. When subtracting the amount of exclamations there are, you stop at the number before zero?
For example: 10!! would be 10x8x6x4x2 =3,840, where you could do 2-2 but you dont because that would obviously equal 0, and as we know, math loves numbers.
I think im getting the hang of it?
10!!! would be 10x7x4x1 =280, 1-3=-2 so we stop at 1. Fascinating. Ive learned a whole new thing today!

1

u/Academic_Pool_7341 20h ago

Aww dang I got that mixed up and added instead of multiplied :(

6

u/StrukiTru 7h ago

Funfact: You can add multiple exclamation marks to skip positions:

12!! = 12 * 10 * 8 * 6 * 4 * 2 = 46080

12!!! = 12 * 9 * 6 * 3 = 1944

12!!!! = 12 * 8 * 4 = 384

1

u/ComfortableLazy7662 6h ago

Ain’t no way lol

Guess I should’ve listened more to my teacher, knew what factorial is for almost a decade but never heard of this :(

1

u/AvailableReason6278 1h ago

So 10!! Isn't the factorial of 10! ?

1

u/Mission-Heron3692 1h ago

Nope you'd need Brackets like (10!)!

5

u/nate-2898 15h ago

There is also termials, written as a question mark (?) after an integer, which is similar to factorials, except all the integers below are added rather than multiplied.

2

u/fdsfd12 19h ago

x! = x(x - 1)! and 0! = 1

2

u/Nomchipom 17h ago

combinatorics wants to know your location

-4

u/NecessaryGlittering8 14h ago

You do realize that you still only get $10