Midterm 1 Flashcards

(25 cards)

1
Q

What is a bundle?

A

Combination of good and services.
Bundle A : (good1, good2) = (x, y)

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2
Q

Basic assumptions about preferences:

A

1: Completeness - people can always make a choice between any two options presented to them
2: Transitivity - logically consistent e.g. a>b, b>c, so a must be greater than c, a>c.
3: Non-satiation - the more the better

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3
Q

What is indifference?

A

2 options provided to the consumer provide the same benefit, i.e. perfect complements

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4
Q

What is Utility?

A

The amount of happiness a good/service provides, measured in Utils

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5
Q

Traits of Indifference Curves (IC):

A
  • Infinite IC in any given family
  • Infinite bundles on any individual IC
  • ICs are always downward sloping
  • ICs in a family never cross
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5
Q

What does the slope of an Indifference Curve (IC) mean?

A

The slope is how much a person is willing to trade off one good for one more unit of another good.
- Convex Indifference Curves for most* goods.
- The slope changes along the curve

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6
Q

What does the IC of perfect substitutes look like?

A

Linear

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7
Q

What do the IC of perfect complements look like?

A

L shaped

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8
Q

What is the formula for the Utility Function?

A

U = f(x, y)

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9
Q

What does the Linear Utility Function represent?

A

Always represents perfect substitutes.

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10
Q

What is the formula for the Cobb-Douglas Utility function?

A

U = ax^by^c
- x and y cannot equal 0

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11
Q

What is marginal utility (MU)

A

Measures the added utility derived from a one-unit increase in consumption of a commodity, holding the consumption of other commodities constant.

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12
Q

What is the Marginal Utility for a perfect complements?

A

The marginal utility for perfect complements is always 0.

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13
Q

Marginal Rate of Substitution (MRS):

A
  1. Negative of the slope of the IC (MRS>0), positive.
    i.e. MRS = (-) change in y/change in x
  2. Trade-Off Rate: How much of one good a person is willing to give up in order to obtain one more unit of the other good
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13
Q

True/False: The Marginal Utility (MU) of a Cobb-Douglas function has diminishing returns.

A

True.
if x increases then MUx decreases
if y increases then MUy decreases

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14
Q

What do Px, Py and I stand for?

A

Px = price of x
Py = price of y
I = Income

15
Q

What is the difference between budget constraint and indifference curves?

A

Budget Constraints: shows how much of one good you must give up to get 1 more unit of another good.
Indifference Curves: Shows the willingness to give up one good for another.

16
Q

Traits of Budget Constraints (BC)

A
  • BC is always linear
  • Bundles above the BC are unaffordable
  • Bundles below the BC are affordable, but inefficient.
17
Q

How do changes in Px (price of x), Py (price of y), and I (income), affect the Budget Constraint (BC)?

A
  • if Px increases, BC steeper and rotates inward
  • if Px decreases, BC flatter and rotates outward
  • if Py increases, BC flatter and rotates inward
  • if Py decreases, BC steeper and rotates outward
  • if I increases, BC shifts outward
  • If I decreases, BC shifts inward
18
Q

Consumer Choice for perfect substitutes:

A

Always only consume 1 good, unless MRS = slope of BC, then any bundle will provide the same utility.

19
Q

Consumer Choice for perfect complements:

A

Find price of a set, then divide Income by price of a set to get # of sets. After, multiply # of sets by the price of each good to get the optimal bundle.

20
Q

The Impact of Income Change on Consumer Choice:

A
  • if Income increases, consumption of x increases if x is a Normal Good
  • if income increases, consumption of x decreases if x is an Inferior Good.
  • it is not possible for both x and y to be inferior goods.
21
Q

What is the substitution effect?

A

The decrease in consumption for a commodity when the price rises, due to consumers switching to cheaper alternatives.

21
Q

What is the income effect?

A

The change in demand for a commodity caused by an increase in income. x increases if normal good, decreases if inferior good.

22
True/False: The substitution effect applies to perfect complements.
False, the substitution effect does not apply to perfect complements because those are two goods in a set, not two individual goods.