Question

4-5e^3x=-26 solve the exponenitial function

Answer 1

help

Answer 2

Subtract 4 from both sides and then divide both sides by -5

Answer 3

Then take the natural log of both sides.

Answer 4

\[4-5e^{3x}=-26\]\[30 = 5 e^{3x}\]\[e^{3x} = 6\]\[\ln \left[ e^{3x} \right] = \ln 6\]\[3x = \ln 6\]\[x = \frac {\ln 6}{3}\]

Answer 5

\[4-5e^3x=-26\]