One figure[b] similar[/b] to another figure if the points of the first figure can be matched with the points of the second figure in such a way that corresponding distances are proportional (in a ratio). In other words, there is a [b]ratio of similarity[/b],[i] k[/i],such that every distance on the second figure is[i] k[/i] times the corresponding distances on the first figure.[br][br]1. Consider the triangles KLM and PQR in the diagram. Are the two triangles similar? Use Geogebra to justify your answer.[br]2. Would it be correct to say that triangle MKL is similar to triangle RQP?