One of the angles of the triangle is 68 °, and the other two are equal. Find these corners.

The angles in a triangle add up to 180 degrees. If the degree measure of one angle is known, and the other two are equal, then this triangle is isosceles, in which the angles at the base are equal. To solve the problem, you need to subtract 68 degrees from 180 degrees. The resulting number must then be divided in half, since the remaining angles are equal to each other. In numbers, it will look like:
180-68 = 112 degrees
112/2 = 56 degrees.
Answer: The remaining angles are 56 and 56 degrees.