Demand Curve and Price-Quantity Relationship
Factors Affecting Shoe Purchases
- Price is a factor but not the only one.
- Other factors include:
- Taste or preference (style)
- Comfort
- Quality
- Occasion
- Income
- Higher income leads to less price sensitivity.
Investigating the Relationship Between Price and Quantity
- Focus on the relationship between price and quantity, holding other factors constant (taste, comfort, quality, occasion, income).
- Examine how the quantity of shoes purchased changes when the price changes, keeping all other variables constant.
Definition of Inverse Relationship
- An inverse relationship means when one variable goes up, the other goes down, and vice versa.
- Common sense tells us that when something becomes more expensive, we buy less of it.
Reasons for the Inverse Relationship
- Substitution Effect:
- When something becomes more expensive, people look for cheaper alternatives.
- Example: Switching to a cheaper hairdresser when the original one raises prices.
- Income Effect:
- When something becomes more expensive, people can afford to buy less of it.
- Real-world example: A friend recalls how, decades ago, a single income could support a family and a house in a good suburb, whereas now, despite income increases, affordability is lower.
- Law of Diminishing Marginal Returns:
- Demonstrated using the example of eating pizza.
- Satisfaction from each additional slice of pizza decreases as you eat more.
- The willingness to spend money on each additional slice decreases as well.
Law of Diminishing Marginal Return Described Graphically
- Vertical axis: Satisfaction of eating each slice of pizza.
- Horizontal axis: Number of pizza slices eaten.
- The first slice provides high satisfaction, but as you eat more, satisfaction decreases.
- Satisfaction{slice1} > Satisfaction{slice2} > Satisfaction{slice3}
- Eventually, you become indifferent or even averse to eating more.
- Marginal means additional gain or satisfaction from each additional slice.
Inverse Relationship Expressed by a Downward Sloping Curve
- An inverse relationship can be expressed by a downward sloping curve.
- Vertical axis: Price (P)
- Horizontal axis: Quantity (Q)
- Label the demand curve as 'D'.
Labeling Prices and Quantities on the Demand Curve
- Label two prices (P1, P2) on the vertical axis (e.g., $80 and $60 for a haircut).
- Find the corresponding quantities (Q1, Q2) on the horizontal axis based on the demand curve.
- The demand curve shows the relationship between price and quantity.
Using the Demand Curve to Find Price and Quantity
- Every point on the demand curve gives a pair of data (price and quantity).
- If you know the price, you can use the demand curve to find the corresponding quantity, and vice versa.
- Example: If Tim Tams are $6 per pack, you might buy one pack per month; if they are half price, you might buy two, three, or four.