### What to do:
a. Draw AB=10 cm. Construct an angle of 30∘ at point A. Using B as the centre, draw an arc of a circle with radius 6 cm. Let C denote the point where the arc intersects the ray from A. How many different possible points C are there, and therefore how many different triangles ABC may be constructed?
b. Repeat the procedure from 1 three times, starting with AB=10 cm and constructing an angle of 30∘ at point A. When you draw the arc with centre B, use the radius:
- a 5 cm
- b 3 cm
- c 12 cm
c. Using your results from 1 and 2, discuss the possible number of triangles you can obtain given two sides and a non-included angle.