The income elasticity of demand is expected to be for goods.
greater than 1; luxury
The question asks about the expected income elasticity of demand for certain types of goods. Income elasticity of demand measures how much the quantity demanded of a good changes in response to a change in consumer income. It is a crucial concept in economics for classifying different types of goods.
The formula for income elasticity of demand (\(E_I\)) is:
\(E_I = \frac{\text{% Change in Quantity Demanded}}{\text{% Change in Income}} = \frac{\frac{\Delta Q_d}{Q_d}}{\frac{\Delta Y}{Y}}\)
where:
Based on the value of income elasticity of demand, goods can be classified into different categories:
Normal goods can be further divided based on the magnitude of their positive income elasticity:
Giffen goods are a specific type of inferior good where the quantity demanded increases as the price increases (violating the law of demand). While Giffen goods are inferior (meaning their income elasticity is negative), the term "Giffen" primarily relates to their price elasticity of demand, not income elasticity. The option pairing Giffen goods with zero income elasticity is incorrect.
Let's look at the relationship between income elasticity and the types of goods mentioned in the options:
| Type of Good | Income Elasticity (\(E_I\)) | Relationship with Income |
|---|---|---|
| Inferior Good | \(E_I < 0\) (Negative) | Quantity demanded decreases as income increases. |
| Necessity Good (Normal) | \(0 < E_I < 1\) (Positive, < 1) | Quantity demanded increases as income increases, but proportionally less. |
| Luxury Good (Normal) | \(E_I > 1\) (Positive, > 1) | Quantity demanded increases significantly as income increases, proportionally more. |
| Giffen Good | \(E_I < 0\) (Negative, strongly) | (Primarily defined by price elasticity - quantity demanded increases as price increases) |
Let's examine the given options based on our understanding of income elasticity and different goods:
Based on the definitions, the income elasticity of demand is expected to be greater than 1 for luxury goods. Consumers tend to spend a larger proportion of their increased income on luxury items, leading to a demand increase that is more than proportional to the income increase.
| Income Elasticity (\(E_I\)) | Type of Good | Example (Illustrative) |
|---|---|---|
| \(E_I < 0\) | Inferior Good | Generic brand cereal |
| \(0 < E_I < 1\) | Necessity Good (Normal) | Basic groceries, public transport |
| \(E_I > 1\) | Luxury Good (Normal) | Designer clothing, foreign vacations |
Beyond income elasticity, demand can also be elastic or inelastic with respect to price (Price Elasticity of Demand, \(E_P\)). Key factors influencing price elasticity include:
Cross-price elasticity of demand measures how the quantity demanded of one good changes when the price of another good changes. This helps classify goods as substitutes (positive cross-price elasticity) or complements (negative cross-price elasticity).
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