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Describe indifference curve associated with two goods that are perfect substitutes what if they are perfect complements?
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Describe indifference curve associated with two goods that are perfect...
Indifference Curves for Perfect Substitutes
Indifference curves illustrate consumer preferences between two goods. When goods are perfect substitutes, the indifference curves are straight lines.
  • Definition: Perfect substitutes are goods that can be used in place of each other, giving the consumer the same level of satisfaction.
  • Shape: The indifference curves are linear, indicating a constant rate of substitution. For example, if one unit of good A can replace one unit of good B, the curve will have a slope of -1.
  • Interpretation: Consumers are willing to trade one good for the other at a constant rate, leading to a straight-line representation on a graph.
  • Example: If coffee and tea are considered perfect substitutes, a consumer might be indifferent between having three cups of coffee or three cups of tea.

Indifference Curves for Perfect Complements
In contrast, when goods are perfect complements, the indifference curves take a different shape.
  • Definition: Perfect complements are goods that are consumed together in fixed proportions; one cannot be substituted for the other.
  • Shape: The indifference curves are L-shaped, indicating that the consumer will only derive satisfaction when both goods are consumed in a specific ratio.
  • Interpretation: The consumer's satisfaction remains constant until a certain quantity of both goods is reached, after which it increases sharply.
  • Example: Think of left and right shoes. A consumer needs one left shoe and one right shoe to derive utility. Having more of one without the other provides no additional satisfaction.

In summary, perfect substitutes yield straight-line indifference curves, while perfect complements produce L-shaped curves, reflecting the distinct ways consumers derive satisfaction from different goods.
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Describe indifference curve associated with two goods that are perfect substitutes what if they are perfect complements?
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