Final answer:
To solve for x in the equation lnx=3.3, exponentiate both sides of the equation and evaluate the expression to find the value of x.
Step-by-step explanation:
Solving lnx=3.3 for x
To solve for x, we need to exponentiate the equation to get rid of the natural logarithm. The inverse of the natural logarithm is the exponential function, so we can rewrite the equation as e^(lnx) = e^3.3.
This simplifies to x = e^3.3. Using a scientific calculator, we can evaluate e^3.3 to find the value of x.
Round the answer to the nearest hundred as instructed.