Quiz 2

Learning Objectives

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Python Week 1: the first filter for runtime behavior
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# Learning Objectives - Apply utility theory to explain consumer choice - Use indifference curves and budget constraints - Derive individual and market demand - Week 1: Demand, supply, equilibrium - Basic marginal analysis ## 1. Utility Theory & Consumer Choice **Intuition:** Consumers allocate limited income to max...

Learning Objectives

  • Apply utility theory to explain consumer choice
  • Use indifference curves and budget constraints
  • Derive individual and market demand
  • Week 1: Demand, supply, equilibrium
  • Basic marginal analysis

1. Utility Theory & Consumer Choice

Intuition: Consumers allocate limited income to maximize satisfaction. Each additional unit provides less extra satisfaction (diminishing marginal utility). Consumer Equilibrium:
MUxPx=MUyPy\frac{MU_x}{P_x} = \frac{MU_y}{P_y}
Worked Example: Sam has 20,pizza20, pizza5/slice, soda 2/can.Optimal:2slices(MU/P=8)+3cans(MU/P=8).Cost=2/can. Optimal: 2 slices (MU/P=8) + 3 cans (MU/P=8). Cost =16.

2. Indifference Curves & Budget Constraints

Indifference Curve: All combinations giving equal satisfaction. Properties: Downward sloping, convex to origin, higher = better, never cross. Budget Line: PxX + PyY = I, Slope = -Px/Py Equilibrium: Tangency where MRSxy = Px/Py.

3. From Individual to Market Demand

Market demand = horizontal sum of individual demands.
Qmarket(P)=i=1nQi(P)Q_{market}(P) = \sum_{i=1}^n Q_i(P)
ConceptFormulaNotes
Budget LinePxX + PyY = ISlope = -Px/Py
Consumer EquilibriumMUx/Px = MUy/PyEqual marginal utility per rupee
MRSMRSxy = MUx/MUySlope of indifference curve
Q1: MUx=20, MUy=10, Px=5, Py=2. Maximizing utility?
MUx/Px=4, MUy/Py=5. Not equal - consume less X, more Y. Q2: Income=100, Px=10, Py=5. Budget line?
10X+5Y=100, or Y=20-2X. Slope=-2. Q3: What does convex indifference curve imply?
Diminishing MRS - as X increases, willingness to trade Y for X decreases. Join Discord PreviousFoundations & Demand/SupplyNextProduction & Cost Analysis
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