The first shape is a triangle labeled LMK. Angle L is given as 130°. Sides LM and MK are marked with single tick marks, indicating they are equal in length. Thus, triangle LMK is an isosceles triangle. The base angles, Angle LMK and Angle LKM, would be equal: (180° - 130°) / 2 = 50° / 2 = 25° each.
The second shape is a triangle labeled ABC. Angle B is given as 80°. No other angles or side lengths are explicitly provided, though sides AB and BC appear to be of different lengths, and AC appears to be the longest side.
There is no stated or visually apparent relationship between triangle LMK and triangle ABC.