The equations of the curves A i, B i, C are given in no. Certain simple interrelations between these curves are pointed out in no. 3, finally, we examine the orientation of the curves A i anaiogous results are obtained for the curves B i. In the case of two goods, n=2, the price-consumption curves A 1 and B 2 will coincide, and likewise A 2 and B 1. Considering the passage through Q for falling (rising) prices, the three curves A 1=B 2, A 2=B 1 and C will pass through the budget line p 1q r+p 2q 2=μ from below (above). In this passage, C is intermediate between A 1=B 2 and A 2=B 1. In the case of n goods, all of the 2n curves A i, B i will in general be different. It is a rather typical situation that a curve A i will be more or less perpendicular to the corresponding curve B i. In the passage through Q for falling (rising) prices, the 2n+1 curves A i, B i, C will pass through the budget plane σ p iq i=μ from below (above). On the upper side of the budget plane, the curves A i will form the edges of a corner at Q, say Λ.
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