Final answer:
The request was to evaluate an integral which likely falls within vector calculus involving multiple variables and possibly parameters, but given the presence of typos and unclear symbols, a definitive answer cannot be provided. Techniques for simplification and evaluation of complex integrals are implied, requiring clear expressions to solve.
Step-by-step explanation:
The question appears to be asking to evaluate the integral of a function which seems to involve multiple variables — possibly a line integral or a definite integral related to a curve or surface. However, the question contains typos and unclear symbols which make a definitive answer impossible. In calculus and particularly in vector calculus, when you are given a function along with a path or a curve, you might be required to evaluate a line integral over that path, which may involve parametrizing the curve in terms of one variable (like 'x' or 'y') and then integrating the function with respect to that variable over the specified limits.
The specifics about evaluating an integral involving square roots, fractional exponents, or dimensions of physical quantities seem to hint at techniques for simplification or conversion of complex integrals to more manageable forms. Without a clear and correct expression of the integral to be evaluated, we cannot provide a step-by-step solution.