I've got a tricky question for anyone interested. ;P

Question

anonymous · Answer

sup?

kainui · Answer

Simplify this expression$$\LARGE 1+\prod_{k=1}^n(n-e^{i 2\pi k/n})$$

anonymous · Answer

sike.

arabpride · Answer

x'D ^ N00b smh ....

my eyez are bleeding though x.x have no idea what that is cx

anonymous · Answer

yep lol

arabpride · Answer

I lost you after the "1 +" cx

kainui · Answer

I guess a hint would be, try plugging in numbers for n, like n=1 and n=2 to see what you get haha.

Do you know what that giant pi thing means? It just means multiplication. So for example: $$\LARGE \prod_{k=1}^3k^2=1^2*2^2*3^2$$

kainui · Answer

@iambatman @ikram002p @ganeshie8 @No.name @dan815 @abb0t @Jesstho.-. @bibby @Somy

kainui · Answer

Can anyone tell me what they get for n=1, n=2, n=3, and n=4? ;)

ikram002p · Answer

is the answer n^n :D

ikram002p · Answer

cool , nice question ;)

ikram002p · Answer

i got stuck a bit when n is odd , it gives several values hehehe
but i tried to get the real one xD

miracrown · Answer

Alright, so let's just work some cases like you suggested
n =1, n = 2 because then maybe an inductive form falls out

miracrown · Answer

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