What is the exact situation to the equation e^4x-1=3 (in picture)

Short B

Step-by-step explanation:

You want to solve for x in

e^(4x - 1) = 3              Take the natural log of both sidesln(e^(4x - 1) ) = ln3      Bring the power down from the left side of the equation(4x - 1) ln(e) = ln(3)      Note that ln(e) = 1(4x - 1)*1 = ln(3)            Add 1 to both sides4x - 1 + 1 = ln(3) + 1      Reduce4x = ln(3) + 1                Divide by 4x = (ln(3) + 1)/4