In an isosceles trapezoid, one of the angles is 32 degrees. find the corners of the trapezoid.

Isosceles is a trapezoid in which the sides are equal.

In an isosceles trapezoid, the angles at the bases are also equal:

∠А = ∠Д;

∠В = ∠С.

Since the angles with a large base ∠А and Д are equal to 32º, and the sum of the angles of the trapezoid adjacent to one base is 180º, the angles ∠В and С with a smaller base will be equal:

∠В = ∠С = 180º – 32º = 148º.

Answer: the angles for a smaller base are equal to 148 degrees, the angles for a larger base are equal to 32 degrees.