If f: R-{0} \rightarrow R and g: R-{1} \rightarrow R defined by f (x) = \frac{2x 1}{x^2} and g(x) = \frac{3x-1}{(x-1)^3} . (i) Find the functional values to the algebraic operations \frac{f}{g} \binom {x} , (fg)(x), fog(x), and gof(x) by explaining the way of performing operations. Show all steps of calculations. (ii) Are fg, fog, and gof are equal? Please explain your answer. (iii) Find the domain and ranges of each of the 4 operations. Explain the procedure of finding the domain and range for each of above 4 operations