Buffer stock with income stabilization.
With output QQt, the government does not allow price of OPj but it instead ensures a price of OP21 R-j P2 is obtained by the producer and it is equal to OQ0R0P0, and hence income stabilization. However, at price QP%, the demand is OQ2 but the supply is only OQ-, - which was brought onto the market. Therefore, there is a shortage of Q1Q2. The government comes in to sell what it stored during a surplus period. It gets revenue from the sale of Q1Q2 equal to Q1Q2D2R1. that is on the unitary elasticity demand curve (RR). Revenue OQ
When there are favourable conditions, the actual output OQ3 that comes onto the market is greater than the expected output of OQ0. This excess supply of the commodity forces down the price to OP3, and the producer's revenue also decreases to OQ3D4P3. In order for the producer to get the same amount of revenue OQ0R0P0, the government must ensure a price of OP4, which is on the unitary elasticity demand curve.
At this price of OP4, the demand is only OQ4 but the supply is OQ3. There is a surplus of Q4Q3, which the government buys and stores to be sold during the shortage period. The government expenditure on the surplus output Q4Q3 is equal to Q4Q3R2D3.
The producer's revenue is equal to OQ3R2P4 which is equivalent to OQ0R0Po and hence income stabilization. Part of this revenue comes from the consumers (OQ4D3P4) and the other (Q4Q3R2D3) comes from the Government.