Lecture 8 - Price and Income Changes Flashcards
What is comparing two equilibrium points of a consumer an example of?
Comparative statics analysis
What does a demand curve show?
A demand curve shows the quantity demanded at a given price
What is the relationship between comparative statics analysis of own-price changes and a consumer’s demand curve?
Comparative statics analysis of own-price changes can be used to derive a consumer’s demand curve
What can happen to demand if the price of another good changes and what types of goods does this apply to?
- If the price of another good changes, demand can go up or down or remain unchanged
- This applies to 3 main types of goods: Substitutes, complements and unrelated goods
What effect do changes in the price of another good have on the demand curve?
Changes in the prices of another good shift the demand curve
What is the effect on the demand curve if the price of a complement increases?
If the price of a complement increases, the demand curve shifts to the left
What is the effect on the demand curve if the price of a substitute increases?
If the price of a substitute increases, the demand curve shifts to the right
How do changes in a consumers income effect their optimal consumption choices?
Changes a consumer’s income also change his/her optimal consumption choices
What is an Engel curve?
An Engel curve shows the relationship between income and the consumption of a good
How does an income change effect the demand curve?
An income change leads to a shift of the demand curve
Draw a general preferences diagram including indifference curves, engel curves and budget constraints
See slide 14 of lecture 8
How can the consumption of a good change as income increases?
Consumption of a good can increase or decrease as income goes up
When does the consumption of a good increase when income increases?
Consumption increases if the good is a normal good
When does the consumption of a good decrease when income increases?
Consumption decreases if the good is an inferior good
How do we derive the demand functions/curves for both goods given their utility function and budget constraints?
1- Rearrange the budget constraint to make q2 the subject
2- Substitute this q2 into the utility function to get it in terms of q1 only
3- Write the budget constraint in the form of a polynomial in q1
4- Differentiate, make it equal to zero and solve to get an equation for q1
5- Substitute this back into the budget constraint to get the equation for q2
6- These are the demand functions