Mathematical Methods · sine rule · manipulative
Given ∠A and sides a, b — swing an arc of radius a from C. It can meet the other arm of ∠A twice, once, or not at all.
No axes — just the triangle construction. Arc centred at C; B is where it meets the other arm of ∠A.
Given (SSA)
a opposite A · b = AC adjacent to A
How many triangles?