math101

Thanks :)

Ok I get it. Basically it can never happen since the difference btwn $x^{x!}$ and $x!^x$ just keeps growing as x increases

Im just lacking the basics and its great to learn new things every day

I like to solve math in my free time

Thanks for teaching me :)

it was literally bugging me all day

That was annoying

Oh man

@DanielFischer That's strange since supposedly there were 2 instances where this was true

then what would our answer be?

and if x cant equal 0,1 and 2

@DanielFischer So basically this is only possible when $x /leq 2$

You still available to explain this to me?

Im back

for x>2

Ok so in essence there is one prime that wont divide both sides of the equation

I follow that so far

okkkk

Therefore $x \leq 2$

otherwise I deem myself mentally disabled

lol I hope and pray this is what u meant

So you are saying that in order for that statement to be true you need a prime that divides both sides of the equation which is impossible for x>2

Ok I seeeeee

Still dont see a breakthrough

Im gonna play around with this one in my head

ok

Which theorem states that?

That's interesting

Its been bothering me alot

Hey can you explain me how you have solved that question I posted earlier

@sarah hahaha oh nooo not today

@sarah atta girl

@IceBoy Sure thing dad

@sarah hahaha why is everyone soo sensitive here

@IceBoy Shes a domineering personality she can handle a jab :)

@sarah AKA bitch

But hopefully really soon

@WillHunting Im not sure yet. Depends how busy I get

@BalarkaSen Why do i feel like im in a room with a bunch of highschoolers

@DanielFischer So is this just by trial and error. How would you go about this?

@nablablah lmao Im like 40 WPM

@BalarkaSen play.typeracer.com

@DanielFischer what do you mean by that?

When is the following statement true $x^{x!}=x!^{x}$ and $x \neq 0,1,2$

Hi guys

@rehband lol didnt process that :P Lemme delve into reading abt this topic

@rehband kkkk lemme look at that

@WillHunting Yes its still in the plan

@rehband idk I was suprised tooo

@WillHunting I feel the same way... been idling for too long