How do you write #ln 100= 4.61# in exponential form?

1 Answer
Rafael
Oct 20, 2015

#e^4.61=100#

Explanation:

ln (natural log) is the logarithm of #e#. You can rewrite this as:

#ln100=4.61#

#log_e100=4.61#

Now let's recall how to convert a logarithm to exponential form. It is said that: #log_ax=yhArra^y=x#. We just have to apply that here.

#log_e100=4.61hArrcolor(red)(e^4.61=100)#

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