Suppose the prices of the commodities A and B are p1 and p2 respectively. The consumer purchases X1 unit of A and X2 units of B. Suppose, the consumer has an income denoted by M and the consumer would spend the entire amount of M on these two commodities. How are p1, p2, X1, X2 and M related?
We are given the price of commodity A is p1 and the price of commodity B is p2.
Now, X1 units of commodity A is purchased and X2 units of the commodity B is purchased
1 unit of commodity A costs p1
This means X1 units of commodity A costs X1p1
Similarly,
1 unit of commodity B costs p2
This means X2 units of commodity B costs X2p2
Now, the total income is M and the entire income is spent on purchasing the two commodities.
Therefore, the sum of the price of the two commodities is M.
This means:
"X_1p_1+X_2p_2=M"
Therefore, "p_1, p_2, X_1, X_2, M" are related by the equation "X_1p_1+X_2p_2=M"
Answer: "p_1, p_2, X_1, X_2, M" are related by the equation "X_1p_1+X_2p_2=M"
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