For any straight-line supply curve that starts from the origin (0,0), the price elasticity of supply is always equal to one (unity). This is because for such a curve, the ratio of price (P) to quantity (Q) is constant and equal to the slope. In the elasticity formula \( PES = (\frac{\Delta Q_s}{\Delta P}) \times (\frac{P}{Q_s}) \), the term \( (\frac{\Delta Q_s}{\Delta P}) \) is the reciprocal of the slope, and the term \( (\frac{P}{Q_s}) \) is the slope itself. They cancel each other out, resulting in an elasticity of 1 at every point on the line.