How do you solve $16lnx=30$ ?

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Answer 1 · 2016-09-01T03:59:32

$x=6.5208$

$16lnx=30$ means

$lnx=30/16=15/8=1.875$

Hence $x=e^1.875=6.5208$ using calculator or tables for inverse of Napier log.

How do you solve 16lnx=3016lnx=30?