No; the corresponding angles are not congruent. The correct answer is option A.
In Figure 1, angle A measures 137 degrees, angle B measures 90 degrees, angle C measures 90 degrees, and angle D measures 43 degrees. In Figure 2, angle E measures 136 degrees, angle F measures 90 degrees, and angle G measures 90 degrees.
The reason the corresponding angles in the two figures are not congruent is because congruent angles have the same measure. In other words, for two angles to be congruent, they need to have the same size.
Looking at the corresponding angles between the two figures, we can see that angle A in Figure 1 does not have the same measure as angle E in Figure 2. Similarly, angle B in Figure 1 does not have the same measure as angle F in Figure 2.
Therefore, the corresponding angles in the two figures are not congruent because their measures are different. It is important to note that congruent angles have the same measure, while non-congruent angles have different measures.