Question

f(x)=log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10log10..............................n times..
What will be the domain of this function? (:

Answer 1

Hmmm, interesting question...

Answer 2

where is \(x\) though?

Answer 3

1

Answer 4

1...what kind of question is this?...

Answer 5

oh ,,, sorry, 1 produces complex values.
try this
\[ \huge [10^{10^{10^{10 ... \text{n-times}}}}, \infty)\]

Answer 6

the domain would be
\[-\infty \le x \le \infty\]

Answer 7

only if \( f:\Bbb R\to \Bbb C \)

Answer 8

f(x)=1...

Answer 9

for that case you need to have the value 10^10^10^ ... n-1 times.

Answer 10

woops!! EDIT::
\[ \huge \huge [10^{10^{10^{10 ... \text{(n-1) times}}}}, \infty)\]

Answer 11

so what is the answer?