Can you draw two quadrilaterals each having two 130 degree angles and two 50 degree angles that are not similar?

Yes, it is possible to draw two quadrilaterals, each having two 130-degree angles and two 50-degree angles, that are not similar. To achieve this, you can vary the lengths of the sides connecting the angles while maintaining the angle measures. For example, in one quadrilateral, the sides between the angles can be longer or shorter than in the other, leading to different shapes. Despite having the same angle measures, the differing side lengths will result in non-similar quadrilaterals.