The above table gives the units consumed in the units column; column 1 represents the MU( marginal utility) of product A and marginal utility per dollar("\\frac{MU}{P}") of product A; column 2 represents the MU( marginal utility) of product B and marginal utility per dollar("\\frac{MU}{P}") of product B; column 3 represents the MU( marginal utility) of product C and marginal utility per dollar("\\frac{MU}{P}") of product C; column 4 represents the MU( marginal utility) of product D and marginal utility per dollar("\\frac{MU}{P}") of product D; column 5 represents the MU( marginal utility) of dollar and marginal utility per dollar("\\frac{MU}{P}").
And "\\frac{MU}{P}=marginal\\ utility\\ per\\ price\\ of\\ the\\ product"
A consumer will be in equilibrium when he spends his given income on the purchase of different goods and services so as to maximize his total utility. Utility is maximized when "\\frac{MU}{P}" of the products are equal. In the above table we can observe that "\\frac{MU}{P}" of all the products gets equal at 2. "\\frac{MU_A}{P_A}=\\frac{MU_B}{P_B}=\\frac{MU_C}{P_C}=\\frac{MU_D}{P_D}=\\frac{MU_S}{P_S}=2" utils, gives the utility maximization purchase for Ricardo.
When,
"\\frac{MU_A}{P_A}" is equal to 2, Ricardo consumes 4 units of A;
"\\frac{MU_B}{P_B}" is equal to 2, Ricardo consumes 3 units of B;
"\\frac{MU_C}{P_C}" is equal to 2, Ricardo consumes 3 units of C;
"\\frac{MU_D}{P_D}" is lower than 2, so this product will not maximize his utility making him to consume 0 units of product D;
Hence Ricardo will purchase 4 units of A; 3 units of B; 3 units of C and 0 units of D in maximizing his utility.
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