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Suppose that a consumer has utility U(X,Y) = 2XY + X and income of $499 to spend on goods X and Y.
a. The prices of X and Y are $1 and $2 per unit, respectively. Use a Lagrangian to solve for the optimal basket of goods.
b. Suppose that the price of X increases to $2 per unit. Use a Lagrangian to solve for the new optimal basket of goods. Find the total effect of the price change on the consumption of each good.
c. Use a Lagrangian to find the substitution effect of the increase in the price of good X on the consumption of each good. What income would the consumer need to attain the original level of utility if the price of X increased to $2 per unit?
d. Find the income effect of the increase in the price of good X on the consumption of each good. Are the goods normal or inferior? Explain.
e. Show that the total effect of the increase in the price of X is equal to the sum of the substitution effect and the income effect.
Purchaser's Inventory
Goods and materials that a business holds for the ultimate goal of resale.
LIFO Conformity Rule
A tax regulation requiring companies that use the Last In, First Out (LIFO) method for tax reporting to also use it for financial reporting.
Tax Reporting
The process of preparing and submitting tax documents to relevant tax authorities, detailing income, deductions, and other tax-related information.
Financial Reporting
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