How Many Digits?

Farmtalk

Active member
Thought this challenge was worth asking here

Using mathematics, how many digits does the number $$\displaystyle 2^{1000}$$contain?

chisigma

Well-known member
Thought this challenge was worth asking here

Using mathematics, how many digits does the number $$\displaystyle 2^{1000}$$contain?
Because is $\log 2 \sim .301$, then $2^{1000}$ has 302 digits...

Kind regards

$\chi$ $\sigma$

Farmtalk

Active member
Nice! I thought it would take a little longer to figure that out! Correct answer!