A student has attempted to use logarithmic differentiation to find the derivative of y = (3x)V . Unfortunately the steps and the explanations have been rearranged. Arrange the following in the correct order: Student calculations (out of order): 글 In(3z) + vE .습3 dz dy В. B. – Im(3rz) (3r)vª (- C. In y = In(3=)") D. In(32) + ) E. In y = Va · In(3z) Explanations (out of order): I. Expand, by using properties of logarithms. II. Replace y by (3z)V because it was given in the question that y = (3z)v² . I. Take the natural logarithm of both sides. IV. Simplify, and move y to the other side by multiplying. V. Differentiate both sides with respect to . The correct order of the solution is: Step 1: Calculation I Select ) |and explanation ( Select ] Step 2: Calculation I Select ) and explanation 1 Select ) Step 3: Calculation I Select | and explanation ( Select ] Step 4: Calculation I Select ) and explanation | Select ) Step 5: Calculation I Select ) and explanation ( Select ] Now look at the complete solution in the correct order. Is the solution correct? | Select If it is incorrect, in which step does the first error occur? I Sclect)