Segment ok-bisector of isosceles triangle OFT (OF = FT) calculate the degree measure KTO if the angle FOK

Segment ok-bisector of isosceles triangle OFT (OF = FT) calculate the degree measure KTO if the angle FOK = 27 degrees.

1. It is known that in an isosceles triangle the angles at the base are equal.

2. According to the problem statement, in an isosceles triangle OFT of the side OF = FT, the segment OK is the bisector of the angle FOT, the angle FOK = 27 °.

This means that the FOT angle is twice the FOK angle and is equal to 27 ° * 2 = 54 °.

And then the angle KTO is equal to the angle FOK and is equal to 54 °.

Answer: The angles of an isosceles triangle at the base of FOT and FTO are equal to each other and are 54 °.