Too Much Natural!

Algebra Level 1

If $ln{x}=n$

$x=?$

n^{e}

n \div ln

2^{n}

n^{10}

e^{n}

n^{2}

2

10^{n}

3 solutions

Curtis Clement
Jan 20, 2015

${lnx}$ = ${n}$ = ${nlne}$ = ${ln}$ $e^{n}$ $\Rightarrow$ ${x}$ = $e^{n}$

Paola Ramírez
Jan 16, 2015

$\log_e x=n \Rightarrow e^{n}=x$

Hey! I replaced " $\rightarrow$ " (\rightarrow, tends) to " $\Rightarrow$ " (\Rightarrow, implies) in your solution. I hope its fine.

Pranjal Jain - 6 years, 4 months ago

Are you a moderator?? @Pranjal Jain

Wow!!!!

Parth Lohomi - 6 years, 4 months ago

Yes! $\ddot\smile$ Since new year...

Pranjal Jain - 6 years, 4 months ago

Nelson Mandela
Jan 16, 2015

loge(x) = ln(x) = n.

So, e^n = x.