Final answer:
The original equation provided seems to have a formatting error, making it unclear. If corrected to have proper exponential notation, solving would involve using properties of exponentials and potentially logarithms.
Step-by-step explanation:
The question involves finding the solution to an exponential equation, specifically 3² x+3=√(3). However, the equation seems to have a typo or is lacking proper formatting. If the equation were meant to be 3^(2x) + 3 = √(3), the process would involve using exponential properties. For instance, knowing that x² = √x can be interpreted as x to the power of 1/2, we can similarly convert the square root of 3 into an exponent form, which is 3² = 3^(1/2). If this were the case, we could then proceed to isolate the exponential term, apply logarithms if necessary, and solve for x. However, without a clear equation, providing a complete solution is not feasible.