Solve

5) Consider the two cases below, where a conducting loop made of wire forms two adjacent squares of different sizes, and moves with constant velocity v = vic through a rectangular (from x = 0 to x = L, and from y = 0 to some y s2) region with uniform magnetic field B = BZ, pointing out of the page. O O O O O O 0 L L Case I Case II In both cases, the loop consists of a smaller square of side s1 on the right, and a larger square/rectangle of vertical (along y axis) side $2 on the left, connected side-by-side to form a step-like shape (the overlapping edge is removed). The entire loop lies in the x-y plane. At the shown instance, the right boundary (at x = L)of the region with magnetic field is cutting through the smaller square. In Case I, the left part of the loop is a larger square with side $2 $1. At this moment, the left edge of the larger square is at x 0. In Case II, the left part of the loop is a larger rectangle with length s2 s1 (along the y axis) and width s3 $2 (along the x axis). At this moment, the left edge of the larger rectangle is at x