Answer:
A. 1.0797
Explanation:
Given the equation,
3e^2x+2=28
To solve for x, first we move 2 to the other side of the equation.
3e^2x = 28-2
3e^2x = 26
Dividing both sides by 3
e^2x = 26/3
e^2x = 8.67
Taking the natural logarithm if both sides
ln(e^2x) = ln8.67
2x = ln8.667
2x = 2.1595
x = 2.1595/2
x = 1.0797