Question

If we repeated the process of (0!+0!)+0!)!...) will the result reach infinity?

Answer 1

u must add a lotta brackets on left too
\(((((...(0!+0!)+0!)...)\)
and yeah i think it is infinity

Answer 2

You're really just doing this, right?\[\large\rm (((...(2!+1)!+1)!+1)!+...\]Since the inner most part is 0!+0! = 2.

Ya looks like it grows pretty crazy :)
What a mess, heh

Answer 3

I am getting increasing number of factorials

Answer 4

Ya, and they increase pretty quickly don't they? :)\[\large\rm (((...(2!+1)!+1)!+1)!+...\]\[\large\rm (((...(3!+1)!+1)!+...\]\[\large\rm (((...(7!+1)!+...\]and the next one is huuuuuge

Answer 5

then whats the factorial of infinity

Answer 6

infinity

Answer 7

its just-> \(\infty \times (\infty-1) \times (\infty-2)...3 \times 2 \times 1\)
what ever u multiply with \(\infty\) you will always get \(\infty\)

Answer 8

I thought that there is something special about it thanks..

Answer 9

np :)
few days ago i was thinking about factorial and thought about \((-1)!\)
i entered it on wolfram and i got this- http://www.wolframalpha.com/input/?i=%28-1%29%21

Answer 10

(-1)!=0!/0=1/0=undefined

Answer 11

silence