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ln(4x)=5
<-- Enter natural log or e raised to a power or logarithm statement
Solve Ln(4x) = 5
Isolate 4x
There exists a logarithmic identity which states that e
^{Ln(x)}
= x, so we raise each side of our equation using e
e
^{ln(4x)}
= e
^{5}
4x = 258
Isolate x
Divide each side by 4
4x
4
=
258
4
Cancelling the 4 on the left side, we get:
x =
37.