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#### Farmtalk

##### Active member

- Dec 25, 2012

- 42

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

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- Thread starter
- #1

- Dec 25, 2012

- 42

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

- Feb 13, 2012

- 1,704

Because is $\log 2 \sim .301$, then $2^{1000}$ has 302 digits...

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

Kind regards

$\chi$ $\sigma$

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- Dec 25, 2012

- 42

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