Remi has been observing their meal expenses during the past few weeks. They realized they spend as much as P7500 per week for 12 meals (3 meals/day from Tuesday's-Fridays) in school. Currently, they prefer Las Flores than Din Tai Fung and their utility is expressed as U(L, T) = L0.54 70.46 , where L = quantity of meals at Las Flores; T = quantity of meals at Din Tai Fung . For her budget, the following is set: PL = price per meal at Las Flores; pr = price per meal at Din Tai Fung 1. Find the Marshallian Demand Function 2. Find the Indirect Utility Function 3. Find the Hicksian Demand Function, where the utility constraint is leveled at u 4. Find the Indirect Expenditure Function 5. Solve for the Slutsky Equations and prove that the identity is true 6. On average, she spends P580/meal at Las Flores while P675/meal at Din Tai Fung. Find the combination of meals that maximizes their utility, along with the maximum utility level they gets from the said combination