Exploring the World of Geometry: The Intricacies of Similarity

Exploring the World of Geometry: The Intricacies of Similarity
  • Their corresponding angles are congruent.
  • Their corresponding sides are proportional.

Examples

  1. Two triangles \(EFG\) and \(LMN\) have sides in the ratio \(3:4\). If \(\angle E = \angle L\) and \(\angle F = \angle M\), are the two triangles similar?
  2. Squares \(UVWX\) and \(QRST\) have side lengths in the ratio \(5:7\). Are the two squares similar?

Answers:

  1. Yes, the triangles are similar.
  2. Yes, the squares are similar.
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