Per each type of exercise/subtopic
Level 1: Understanding (No time pressure)
Solve problems while consulting notes and formulas.
Ensure conceptual clarity.
the best approach for learning microeconomic problem-solving effectively is Total/Forward Chaining, where you engage in all steps but with guided assistance initially.

Level 2: Assisted Practice with Checkpoints
Solve problems without looking at full solutions, but allow reference to formulas.
Focus on understanding each step.
Time yourself
Notice which parts took you the longest
If you struggle with setup (e.g., forming Lagrangians) → Spend more time on repetition of initial steps.
Try Backward chaining
1) Start from the Final Step: Give the learner the final demand function 2) Move One Step Back: Show how we get the first-order conditions from the Lagrangian: 3) Move Back to Setting Up the Lagrangian: Introduce the constraint and objective function setup: 4) Final Step: The learner now sets up and solves the full problem from scratch.)
Level 3: Timed Practice with Checkpoints
Set a 30-minute timer for solving a problem.
Check if you’re getting stuck at a particular step—if so, return to chaining strategies.
Do not look to formulas, try to learn them and apply without looking up
If you struggle with solving quickly → Focus on recognizing problem patterns and reusing known solutions.
if you remember formulas try to memorize them
Level 4: Exercise Exam Simulation & Stress Testing
Set a 20-minute timer.
No references allowed.
Solve variations of the problems (different coefficients, constraints, or setups) in exam-like conditions.
Identify weak spots and revisit those specific problems.
Level 5: Final Exam Simulation
Simulate full exam conditions (quiet, no distractions), conduct full-length mock exams:
3 full 2-hour practice tests (solve 6 problems per session).
Review time allocation per question to ensure you solve them under 20 minutes each.
16.02
план
организация
перенос транскрипт
17.02
❑ Maximization of a function of one variable ❑ Maximizations of functions of several variables ❑ Constrained maximization ❑ Concave functions
18.02
utility a little
19.02
utility a little

20.02
 Cost function properties  Short versus long run cost
 Profit maximization  General case with firm facing downward sloping demand
 Price taking firm
 The input perspective
❑ Income and substitution effects • Income and substitution effects. ◦The concepts of substitution and income effects: explain how changes in prices and income affect consumer choices and the quantity demanded of goods. • Marginal rate of substitution. Marginal Rate of Substitution (MRS): falls under consumer preferences and trade-offs between goods. The MRS is a key element in understanding consumer preferences
❑ Expenditure minimisation
❑ Slutsky equation◦Slutsky Equation: decomposes price effects into income and substitution effects, further clarifying consumer responses to price changes.
❑ Price changes
❑ Engel aggregation. Cournot aggregation
❑ Consumer surplus
•normal and inferior goods.
• Demand relationships among goods. Demand Functions: Understanding Marshallian and Hicksian demand.
Production function
Productivity
Isoquants and RTS
Returns to scale
Elasticity of substitution
Technical progress
 Economic versus accounting cost
 Cost minimizing input choices
❑ Elasticity
❑ Homogeneous functions
❑ Utility functions: concept and examples. ❑ Utility maximisation under budget constraint•Axioms of rational choice, concept of utility
Production Functions .......................................................................................................... 303
Marginal Productivity 303 Isoquant Maps and the Rate of Technical Substitution 306 Returns to Scale 310 The Elasticity of Substitution 313 Four Simple Production Functions 316 Technical Progress 320
Summary 324 Problems 325 Suggestions for Further Reading 328
Extensions: Many-Input Production Functions 329
CHAPTER 10
Cost Functions...................................................................................................................... 333
Definitions of Costs 333 Cost-Minimizing Input Choices 336 Cost Functions 341 Cost Functions and Shifts in Cost Curves 345 Shephard’s Lemma and the Elasticity of Substitution 355 Short-Run, Long-Run Distinction 355
Summary 362 Problems 363 Suggestions for Further Reading 366
Extensions: The Translog Cost Function 367
◦Marginal product: relates to the efficiency of inputs in producing output, a core concept in production theory.
◦Returns to scale: indicates how output changes when all inputs are increased proportionally, reflecting the nature of the production function.
◦Isoquants: show combinations of inputs that yield the same output, illustrating the trade-offs firms face in production.
◦Deriving input demand functions from cost minimisation: Deriving input demand functions from cost minimisation is a core element of the supply and production side of microeconomics.
◦Using comparative statics to assess the impact of changes in different variables: The results of this discussion can be summarized by the following principle.
•Game theory. Basics
Chapters
CHAPTER 11
Profit Maximization ............................................................................................................. 371
The Nature and Behavior of Firms 371 Profit Maximization 373 Marginal Revenue 375 Short-Run Supply by a Price-Taking Firm 380 Profit Functions 383
Profit Maximization and Input Demand 389 Summary 395 Problems 396 Suggestions for Further Reading 400
Extensions: Boundaries of the Firm 401
Chapters
Production Functions .......................................................................................................... 303
Marginal Productivity 303 Isoquant Maps and the Rate of Technical Substitution 306 Returns to Scale 310 The Elasticity of Substitution 313 Four Simple Production Functions 316 Technical Progress 320
Summary 324 Problems 325 Suggestions for Further Reading 328
Extensions: Many-Input Production Functions 329
CHAPTER 10
Cost Functions...................................................................................................................... 333
Definitions of Costs 333 Cost-Minimizing Input Choices 336 Cost Functions 341 Cost Functions and Shifts in Cost Curves 345 Shephard’s Lemma and the Elasticity of Substitution 355 Short-Run, Long-Run Distinction 355
Summary 362 Problems 363 Suggestions for Further Reading 366
Extensions: The Translog Cost Function 367
Chapters
CHAPTER 2
Mathematics for Microeconomics...................................................................................... 21
Maximization of a Function of One Variable 21 Functions of Several Variables 26 Maximization of Functions of Several Variables 33 The Envelope Theorem 35
Constrained Maximization 39 Envelope Theorem in Constrained Maximization Problems 45 Inequality Constraints 46 Second-Order Conditions and Curvature 48
Choice and Demand
CHAPTER 3
Preferences and Utility......................................................................................................... 89
Axioms of Rational Choice 89
Homogeneous Functions Integration 58 Dynamic Optimization Mathematical Statistics
55
63 67
xi
xii Contents
Utility 90 Trades and Substitution 92 The Mathematics of Indifference Curves 99 Utility Functions for Specific Preferences 102 The Many-Good Case 106
Summary 106 Problems 107 Suggestions for Further Reading 110
Extensions: Special Preferences 112
CHAPTER 4
Utility Maximization and Choice....................................................................................... 117
An Initial Survey 118 The Two-Good Case: A Graphical Analysis 119 The n-Good Case 122 Indirect Utility Function 128 The Lump Sum Principle 129 Expenditure Minimization 131 Properties of Expenditure Functions 134
Summary 136 Problems 136 Suggestions for Further Reading 140
Extensions: Budget Shares 141
CHAPTER 5
Income and Substitution Effects ....................................................................................... 145
Demand Functions 145 Changes in Income 147 Changes in a Good’s Price 149 The Individual’s Demand Curve 152 Compensated (Hicksian) Demand Curves and Functions 155 A Mathematical Development of Response to Price Changes 160 Demand Elasticities 163
Consumer Surplus 169 Revealed Preference and the Substitution Effect 174
Summary 176 Problems 177 Suggestions for Further Reading 180
Extensions: Demand Concepts and the Evaluation of Price Indices 181
Chapters
CHAPTER 6
Demand Relationships among Goods............................................................................... 187
The Two-Good Case 187 Substitutes and Complements 189 Net (Hicksian) Substitutes and Complements 191
PART
THREE
Substitutability with Many Goods 193 Composite Commodities 193 Home Production, Attributes of Goods, and Implicit Prices 197
Summary 200 Problems 200 Suggestions for Further Reading 203
Extensions: Simplifying Demand and Two-Stage Budgeting 204
buy calculator! asta, library, kaufland, and google maybe :D
21.02
▪ Nash equilibrium ▪ Mixed strategies ▪ Continuum of actions ▪ Sequential games ▪ Repeated games
▪ Bayesian games
Chapters
Game Theory ........................................................................................................................ 251
Basic Concepts 251 Prisoners’ Dilemma 252 Nash Equilibrium 254 Mixed Strategies 260 Existence of Equilibrium 265 Continuum of Actions 265 Sequential Games 268 Repeated Games 274 Incomplete Information 277 Simultaneous Bayesian Games 278 Signaling Games 282
Experimental Games 288
Contents xiii
xiv Contents
PART
Evolutionary Games and Learning 290 Summary 290 Problems 291 Suggestions for Further Reading 295
Extensions: Existence of Nash Equilibrium 296

22.02
very short run pricing
short run pricing
long run analysis
Elasticities and Market Analysis
Market Equilibrium
Chapters
CHAPTER 12
The Partial Equilibrium Competitive Model .................................................................... 409
Market Demand 409 Timing of the Supply Response 413 Pricing in the Very Short Run 413 Short-Run Price Determination 415 Shifts in Supply and Demand Curves: A Graphical Analysis 419 Mathematical Model of Market Equilibrium 422 Long-Run Analysis 425 Long-Run Equilibrium: Constant Cost Case 426 Shape of the Long-Run Supply Curve 428 Long-Run Elasticity of Supply 431 Comparative Statics Analysis of Long-Run Equilibrium 431 Producer Surplus in the Long Run 435 Economic Efficiency and Welfare Analysis 438 Price Controls and Shortages 441 Tax Incidence Analysis 442
Summary 447 Problems 447 Suggestions for Further Reading 451
Extensions: Demand Aggregation and Estimation 453
CHAPTER 13
General Equilibrium and Welfare ..................................................................................... 457
Perfectly Competitive Price System 457 A Graphical Model of General Equilibrium with Two Goods 458 Comparative Statics Analysis 467 General Equilibrium Modeling and Factor Prices 469 A Mathematical Model of Exchange 471 A Mathematical Model of Production and Exchange 482 Computable General Equilibrium Models 485
Summary 489 Problems 490 Suggestions for Further Reading 494
Extensions: Computable General Equilibrium Models 495
Study in library!
23.02
Policy Constraints
Tragedy of the Commons
◦Basic understanding of the economic models, like the aggregate supply/aggregate demand model: is an essential tool for analysing consumer demand ◦Time and Capital: How to evaluate investments considering the present value of future costs. ◦The concept of separability and its implications for farm household models: General equilibrium and aggregate.
24.02
2 мок экзамена и разбор
ревью
Ability to Connect Concepts, mindmap
25.02
1 мок экзамен и разбор
ревью
отдых
assignments 24/25 & 21/22 w.solutions
2012, 2013, 2015, 2016, 2017 exam with solutions
toaz nicholson and snyder exercises with solutions
other books maybe?
Topic
About
What exercises we have on it
Plan, to check progress

Ability to Connect Concepts
◦Understanding how various microeconomic concepts relate to each other (e.g. how changes in input prices affect production decisions and costs).

Mindmap

Mathematical Skills
Being comfortable using mathematical tools:
Calculus (derivatives) for finding marginal products, marginal rates of substitution, and optimal values.
Algebraic manipulations to solve systems of equations and to derive new equations and relationships.
Mathematics for Microeconomics ❑ Maximization of a function of one variable ❑ Maximizations of functions of several variables ❑ Elasticity ❑ Constrained maximization ❑ Concave functions ❑ Homogeneous functions
Assignment 1 21/22
Start doing the exercises from topics below and understand this

Graphing
Being able to draw and interpret graphs of production functions, cost curves, demand curves, supply curves, and indifference curves.

Start doing the exercises from topics below and understand this

Numerical solution
Numerical solutions. Spreadsheet Tools: Use of tools such as Excel to model and solve economic problems, including using Solver.

Check exams was there any numerical exercises

Choice and demand

Choice and demand: utility maximization, expenditure minimization, Slutsky equation market demand, welfare measures. Choice and Demand Problems: This refers to problems that involve how consumers make decisions about what to purchase given their preferences and budget constraints. These problems utilise utility maximization and expenditure minimisation to derive demand functions, and the Slutsky equation to break down price effects into income and substitution effects. It also includes understanding market demand and welfare measures.
2 Choice and demand ❑ Utility functions: concept and examples
❑ Utility maximisation under budget constraint
❑ Income and substitution effects
❑ Expenditure minimisation
❑ Slutsky equation
❑ Price changes
❑ Engel aggregation
❑ Cournot aggregation
❑ Consumer surplus
Assignments 24/25
Assignment 1, due Wednesday, October 23, 8:30am
Assignment 2, due Wednesday, October 30, 8:30am
Assignment 3 Consumer Choice and Demand Indirect Utility Function
Assignment 3, due Thursday, November 7, 8:30am Consumer Choice and Demand Marshallian demand functions
Assignment 4, due Wednesday, November 14, 8:30am
Assignments 21/22
Assignment 2, due Wednesday, October 30, 8:30am Consumer Choice and Demand Utility Maximisation
Assignment 3 21/22
Try each type of exercise 4 types, one slow, with assistance and main goal to understand, then second is to do it with minimum assistance and timing to check where i stuck, then semi-simulation with exam like atmsophere, then the full exam simulation
— each time do slightly different variations
8-9*4 = 36
Utility Maximisation and Demand Theory
These questions focus on consumer behaviour, utility functions, budget constraints, and demand curves. Key skills include setting up and solving utility maximisation problems. Hicksian and Marshallian demand. Utility maximisation and its implications for consumer choice. The logic of constrained utility optimization using Lagrangian method. Utility maximization, indirect utility function
Utility Maximization: Understanding how consumers maximize their utility given budget constraints.Expenditure minimization
Expenditure Minimization: Ability to minimise costs to achieve a certain level of utility.
From books
Exams
Stone-Geary utility function: 2019 Problem 1, 2019 Problem 1
2019 Problem 1, 2017/2015 Problem 2, 2024 Problem 1, 2013 Problem 1
2007 Exams:
Feb 6, Problem 3: True/false questions about utility maximisation and consumer preferences.
March 20, Problem 5: Multiple-choice questions on consumer choice.
2008 Exams:
Feb 10, Problem 3: True/false questions about utility maximisation and budget constraints.
March 25, Problem 2: Utility maximisation using the Lagrange approach.
2009 Exams:
March 31, Problem 3: True/false questions about utility maximisation and consumer preferences.
2010 Exams:
Feb 2, Problem 3: True/false questions about consumer behaviour and utility maximisation.
Feb 2, Problem 6: Hicksian and Marshallian Demand.
2011 Exams:
Feb 8, Problem 3: Questions on utility maximisation and labour supply.
Feb 8, Problem 5: Multiple-choice questions related to utility maximisation and demand theory.
March 29, Problem 5: Questions on the substitution and income effects of a price change.
2012 Exams:
Jan 31, Problem 1: Questions related to the utility function and marginal rate of substitution.
Jan 31, Problem 2: Deriving Hicksian demand functions.
2013 Exams:
Feb 18, Problem 1: Multiple-choice questions related to utility maximisation and demand theory.
2014 Exams:
Feb 11, Problem 2: Deriving the expenditure function and understanding compensating variation.
2015 Exams: *Feb 10, Problem 1: Utility Maximization and Demand Theory *Feb 10, Problem 2: Expenditure Function
2016 Exams:
Feb 16, Problem 2: Expenditure function and the compensating variation.
2018 Exams:
Feb 13, Problem 2: Compensating variation and utility maximisation.
2019 Exams:
Feb 7, Problem 1: Utility maximisation with a Stone-Geary utility function.
Feb 7, Problem 2: Utility Maximisation
2024 Exams:
Feb 23, Problem 1: Utility Maximisation
Try each type of exercise 4 types, one slow, with assistance and main goal to understand, then second is to do it with minimum assistance and timing to check where i stuck, then semi-simulation with exam like atmsophere, then the full exam simulation
— each time do slightly different variations

Expenditure function

Assignments
From books
Exams
2017/2015 Problem 2, 2024 Problem 1
Try each type of exercise 4 types, one slow, with assistance and main goal to understand, then second is to do it with minimum assistance and timing to check where i stuck, then semi-simulation with exam like atmsophere, then the full exam simulation
— each time do slightly different variations

Price Expectations:


Assignments
From books
Exams
2008, March 25, Problem 6
Try each type of exercise 4 types, one slow, with assistance and main goal to understand, then second is to do it with minimum assistance and timing to check where i stuck, then semi-simulation with exam like atmsophere, then the full exam simulation
— each time do slightly different variations

Demand Random
•normal and inferior goods
•Axioms of rational choice, concept of utility
• Marginal rate of substitution. Marginal Rate of Substitution (MRS): falls under consumer preferences and trade-offs between goods. The MRS is a key element in understanding consumer preferences.
• Income and substitution effects. ◦The concepts of substitution and income effects: explain how changes in prices and income affect consumer choices and the quantity demanded of goods.◦Slutsky Equation: decomposes price effects into income and substitution effects, further clarifying consumer responses to price changes.
• Consumer surplus
• Demand relationships among goods. Demand Functions: Understanding Marshallian and Hicksian demand.
• (Newer developments in demand theory)
◦Behavioural Economics: Reference points, fairness, rules of thumb, and biases relate to how consumers make decisions, often deviating from strict rationality.

Try each type of exercise 4 types, one slow, with assistance and main goal to understand, then second is to do it with minimum assistance and timing to check where i stuck, then semi-simulation with exam like atmsophere, then the full exam simulation
— each time do slightly different variations

Production and supply

Product supply and factor demand: production functions, cost minimization, profit maximization. Able to solve product supply and factor demand problems using production functions, cost minimization, profit maximization
Production function Productivity Isoquants and RTS Returns to scale Elasticity of substitution Technical progress
3 Production and supply ...
 Economic versus accounting cost  Cost minimizing input choices  Cost function properties  Short versus long run cost
 Profit maximization  General case with firm facing downward sloping demand  Price taking firm  The input perspective
Assignments 24/25
Assignment 6, due Wednesday, December 4, 8:30am
Production and Supply CES Production Function [from conversation history]
Assignment 7, due Thursday, December 5, 8:30 am
Production and Supply Fixed Proportions Production Function [from conversation history]
Assignment 7, due Thursday, December 12, 8:30 am
Assignment 9, due Wednesday, January 8, 8:30am Production and Supply Price-Taking Firm [from conversation history]
Assignment 5 Production and Supply Production Functions
Assignments 21/22
Assignment 5, due Wednesday December 9, 8:30am
Assignment 6, due Wednesday December 16, 8:30am
Assignment 7, due Wednesday, January 13, 8:30am
Assignment 8, due Wednesday, January 20, 8:30am
Try each type of exercise 4 types, one slow, with assistance and main goal to understand, then second is to do it with minimum assistance and timing to check where i stuck, then semi-simulation with exam like atmsophere, then the full exam simulation
— each time do slightly different variations
9-14*4= 56
Production Function and Cost Minimisation
These questions typically involve understanding production functions, cost functions, and the relationships between inputs and outputs. They often require using the Lagrange approach to solve constrained optimisation problems. The logic of constrained cost optimization using Lagrangian method.
Analysing production functions, including marginal products and returns to scale.
Cost concepts (fixed, variable, marginal, and total costs). Cost minimisation and its relation to production functions. Cost minimising input demand, cost functions. Cost Concepts: Understanding fixed, variable, total, and marginal costs. Deriving input demand functions from cost minimisation.
The relationships between cost functions and production functions. Production functions, concept and properties
Production Functions: Understanding how inputs are used to produce output, as well as the marginal product of labour and capital.
Exams
Short-Run Supply Curve
2024 Problem 3
Production function
2008 Problem 1, 2011 Problem 1, 2013 Problem 4, 2013 Problem 4
CES production function
2024 Problem 1, 2024 Problem 1
Cost minimization
2011 Problem 3, 2011 Problem 3, 2022 Problem 2, 2024 Problem 1
2007 Exams
Feb 6, Problem 1: Questions about the production function, marginal product, and technical complementarity.
Feb 6, Problem 2: Cost minimisation using the Lagrange approach.
March 20, Problem 1: Questions related to the production function, marginal product, and returns to scale.
March 20, Problem 2: Profit maximisation with a given production function.
2008 Exams:
Feb 12, Problem 1: Questions related to the production function and marginal product.
Feb 12, Problem 2: Cost minimisation using the Lagrange approach.
March 25, Problem 1: Questions on the production function and diminishing marginal product.
March 25, Problem 3: Profit maximisation with intermediate inputs and capital.
2009 Exams:
Feb 10, Problem 1: Questions related to the production function and marginal product.
Feb 10, Problem 2: Cost minimisation using the Lagrange approach.
March 31, Problem 1: Questions related to the production function, marginal product, and returns to scale.
March 31, Problem 2: Profit maximisation with a Cobb-Douglas production function.
2010 Exams:
Feb 2, Problem 1: Questions related to the production function, marginal product, and elasticity of scale.
March 23, Problem 1: Questions related to the production function and marginal product.
2011 Exams:
Feb 8, Problem 1: Questions related to the production function and marginal product.
Feb 8, Problem 2: Profit maximisation using the Lagrange approach.
March 29, Problem 1: Questions related to the production function and marginal product.
March 29, Problem 2: Cost minimisation using the Lagrange approach.
2012 Exams:
Jan 31, Problem 4: Properties of the cost function and returns to scale.
2013 Exams:
Aug 19, Problem 4: Profit maximisation with a given production function.
2014 Exams:
Feb 11, Problem 3: Questions about marginal product and technical substitution.
Feb 11, Problem 4: Profit maximisation with a given production technology.
2018 Exams:
Feb 13, Problem 3: Questions related to the production function, marginal product, and technical substitution.
Feb 13, Problem 4: Profit maximisation with a given production technology.
2022 Exams:
Feb 18, Problem 2: Cost minimisation with a linear production technology.
From books
Try each type of exercise 4 types, one slow, with assistance and main goal to understand, then second is to do it with minimum assistance and timing to check where i stuck, then semi-simulation with exam like atmsophere, then the full exam simulation
— each time do slightly different variations

Profit maximisation
Profit maximisation for firms and how it relates to input choices. Profit maximisation, supply and input demand, profit functions. Deriving supply functions from profit maximisation.
Assignments
From books
Exams
2013 Problem 4, 2015 Problem 5, 2015 Problem 5
Try each type of exercise 4 types, one slow, with assistance and main goal to understand, then second is to do it with minimum assistance and timing to check where i stuck, then semi-simulation with exam like atmsophere, then the full exam simulation
— each time do slightly different variations

Technical Progress:
The idea of technical progress and how it is measured.
Assignments
Assignment 8, due Wednesday, December 18, 8:30am Markets Technical Progress [from conversation history]
From books
Exams
2007, Feb 6, Problem 4
Try each type of exercise 4 types, one slow, with assistance and main goal to understand, then second is to do it with minimum assistance and timing to check where i stuck, then semi-simulation with exam like atmsophere, then the full exam simulation
— each time do slightly different variations

Production random
◦Marginal product: relates to the efficiency of inputs in producing output, a core concept in production theory.
◦Returns to scale: indicates how output changes when all inputs are increased proportionally, reflecting the nature of the production function.
◦Isoquants: show combinations of inputs that yield the same output, illustrating the trade-offs firms face in production.
◦Deriving input demand functions from cost minimisation: Deriving input demand functions from cost minimisation is a core element of the supply and production side of microeconomics.
◦Using comparative statics to assess the impact of changes in different variables: The results of this discussion can be summarized by the following principle.

Try each type of exercise 4 types, one slow, with assistance and main goal to understand, then second is to do it with minimum assistance and timing to check where i stuck, then semi-simulation with exam like atmsophere, then the full exam simulation
— each time do slightly different variations

Market

Coordination of supply and demand through - competitive markets for products and primary factors - Strategic interaction (game theory), common pool recources, imperfect competition. Able to decide on coordination of supply and demand problems using competitive markets for products and primary factors, strategic interaction (game theory), common pool recources, imperfect competition. Coordination of Supply and Demand: This refers to understanding how supply and demand interact in different market structures, including competitive markets, strategic interactions (game theory), common pool resources and how these are affected by imperfect competition.
Assignments 24/25
Assignment 10, due Wednesday, January 15, 8:30am Markets Strategic Interaction [from conversation history]. Short-Run Industry Supply Curve
Assignment 11, due Wednesday, January 22, 8:30am Markets Short-Run Supply Curve [from conversation history]. Equilibrium Price and Quantity
Assignment 12, due Wednesday, January 29, 8:30am Markets Study Desks [from conversation history]
Assignments 21/22
Assignment 8, subproblem b) and 9 is related to markets and involves a best-response function diagram
Assignment 10, due Wednesday, February 3, 8:30am
Assignment 11, due Sunday, February 21, 12:00 pm
4 Coordination of supply and demand through markets ❑ Game theory
▪ Basics ▪ Nash equilibrium ▪ Mixed strategies ▪ Continuum of actions ▪ Sequential games ▪ Repeated games ▪ Bayesian gamesmarket demand
very short run pricing
short run pricing
long run analysis

Try each type of exercise 4 types, one slow, with assistance and main goal to understand, then second is to do it with minimum assistance and timing to check where i stuck, then semi-simulation with exam like atmsophere, then the full exam simulation
— each time do slightly different variations
18*4=72
Elasticities and Market Analysis
Elasticity (price elasticity of demand, wage elasticity of labour demand, and cross-price elasticity). Elasticity: Knowledge of price elasticity of demand, cross-price elasticity and income elasticity.
Assignments
From books
Exams
2009, Feb 10, Problem 4
2009, March 31, Problem 4
2011, Feb 8, Problem 4
2011, March 29, Problem 4
Try each type of exercise 4 types, one slow, with assistance and main goal to understand, then second is to do it with minimum assistance and timing to check where i stuck, then semi-simulation with exam like atmsophere, then the full exam simulation
— each time do slightly different variations

Market Equilibrium
These questions involve analysing market supply and demand, equilibrium prices and quantities, and the effects of various factors on market outcomes. Market equilibrium and how it is achieved in different market structures. Different types of market structures (perfect competition, monopoly, monopolistic competition, oligopoly). The difference between short-run and long-run equilibriums. Competitive markets, partial equilibrium. Short and long-run analysis. Market Equilibrium: Understanding short and long-run market equilibria.
Assignments
From books
Exams

2015 Exams: *Feb 10, Problem 6: Long-run competitive market equilibrium
2016 Exams:
Feb 16, Problem 6: Long-run equilibrium values and short-run equilibrium price.
2024 Exams:
Feb 23, Problem 6: Multiple choice about market equilibrium assumptions.
2024 Problem 6, 2015 Problem 6, 2016 Problem 6, 2018 Problem 6, 2014 Problem 6, 2017 Problem 3
Try each type of exercise 4 types, one slow, with assistance and main goal to understand, then second is to do it with minimum assistance and timing to check where i stuck, then semi-simulation with exam like atmsophere, then the full exam simulation
— each time do slightly different variations

Game Theory
These questions require an understanding of game theory concepts such as dominant strategies, Nash equilibrium, and the Prisoner's Dilemma. Concepts from game theory, such as dominant strategies and Nash equilibrium. Game theory, analysis of strategic behaviour
Game Theory: Knowledge of dominant strategies and Nash equilibrium.
Assignments
From books
Exams
Nash Equilibruim - 2011 Problem 6, 2024 Problem 5, 2022 Problem 4
2011 Problem 6, 2015 Problem 5, 2024 Problem 5
2008 Exams:
March 25, Problem 5: Multiple-choice questions on game theory.
2011 Exams:
Feb 8, Problem 6: Identifying dominant strategies and Nash equilibria in a game.
2012 Exams:
Jan 31, Problem 5: Multiple-choice questions on Nash Equilibrium.
2014 Exams:
Feb 11, Problem 5: Multiple-choice questions on Nash Equilibrium.
2015 Exams: *Feb 10, Problem 5: Tragedy of the Commons
2019 Exams: *Feb 7, Problem 5: Industry with two firms competing in quantities
Try each type of exercise 4 types, one slow, with assistance and main goal to understand, then second is to do it with minimum assistance and timing to check where i stuck, then semi-simulation with exam like atmsophere, then the full exam simulation
— each time do slightly different variations

Perfect vs. Imperfect competition

Assignments
From boks
Exams
2017 Problem 3, 2024 Problem 3 , 2024 Problem 3
Try each type of exercise 4 types, one slow, with assistance and main goal to understand, then second is to do it with minimum assistance and timing to check where i stuck, then semi-simulation with exam like atmsophere, then the full exam simulation
— each time do slightly different variations

Policy Constraints
Policy impacts (price controls, taxes, ...)
Assignments
From books
Exams
2010, March 23, Problem 5
Try each type of exercise 4 types, one slow, with assistance and main goal to understand, then second is to do it with minimum assistance and timing to check where i stuck, then semi-simulation with exam like atmsophere, then the full exam simulation
— each time do slightly different variations

Tragedy of the Commons

Assignments
From books
Exams
2015 Problem 5
Try each type of exercise 4 types, one slow, with assistance and main goal to understand, then second is to do it with minimum assistance and timing to check where i stuck, then semi-simulation with exam like atmsophere, then the full exam simulation
— each time do slightly different variations

Market random
◦Basic understanding of the economic models, like the aggregate supply/aggregate demand model: is an essential tool for analysing consumer demand ◦Time and Capital: How to evaluate investments considering the present value of future costs. ◦The concept of separability and its implications for farm household models: General equilibrium and aggregate.

Try each type of exercise 4 types, one slow, with assistance and main goal to understand, then second is to do it with minimum assistance and timing to check where i stuck, then semi-simulation with exam like atmsophere, then the full exam simulation
— each time do slightly different variations

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