# ln (2x-1) = 3

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ln (2x-1) = 3

We coudl rewrite ln x=y as x= e^y

==> 2x-1 = e^3

Now add 1 to both sides:

==> 2x = e^3 + 1

Now divide by 2:

==> x = (e^3 + 1)/2

==> **x = 10.54 (approx.)**

ln(2x-1) =3

To solve this we go for the antilogarithm on both sides.

2x-1 = e^3 by definition.

2x= e^3+1

x = (e^3+1)/2