If the side given is not between the two given angles (AAS), we can still construct the triangle by first:

  1. finding the third angle, then using ASA
  2. bisecting the given side
  3. drawing a circle on the side
  4. using SSA
Answer

A) finding the third angle, then using ASA

The angle sum gives the third angle, so the side now lies between two known angles. SLO M-09-B-29 · Knowledge

Mathematics MCQ · More Construction of Triangles MCQs · Practise