Let U= qu1, uz and W= (W1, W2} be bases for V, and let P be a matrix whose columns are [u, ], and [u2]w. Which of the following equations is satisfied by P for all x in V? (i) [x]u = P[x]w (ii) [x]w = P[x]u . . . . . Choose the correct answer below. O A. Equation (i) is satisfied by P for all x in V. O B. Equation (ii) is satisfied by P for all x in V. O C. Both equations are satisfied by P for all x in V. O D. Neither equation is satisfied by P for all x in V