I say C. A trapezoid only requires the two bases to be parallel, but the sides don't have to be of equal length. If we knew the sides were of equal length, then (A) would be sufficient. But since we do not know that, we can't figure out the length of the bottom base. (B) is insufficient because it doesn't give a length. However, because ADC is 60 and the bases are parallel, we know that the upper-left angle is 120 degrees. Since the upper right is 120 degrees, we know that the two sides are of equal length. Using that information and the length of the upper base, we can use a 30-60-90 triangle to derive the length of the bottom. We then have the lengths of both bases and the height, which is sufficient to determine the area of a trapezoid.