week 1-5 Flashcards

1
Q

Calculate MRS

A

change in X2 / change in X1 = MU1/MU2 = P1/P2

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2
Q

Calculate elasticity of substitution

A

(% change in X2/X1) / % change in MRS

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3
Q

What does less curvature IC mean?

A

less curvature means greater %change in X2/X1 is required for MRS to change 1%, so higher elasticity

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4
Q

Define homothetic tastes

A
  • a situation where consumer’s preference depend solely on the ratio of good 1 to good 2
  • incomes rises, demand rises by the same proportion
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5
Q

Define quasilinear taste

A
  • tastes are linear in 1 good, but may not in the other good
    u(X1, X2) = vX1 + X2
  • IC are vertical translation of each other
  • constant MRS along any vertical line of x-axis

e.g. salt

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6
Q

Calculate PED

A

(diff X/PX)*(PX/X)

for demand function Qx = a-bPx

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7
Q

What is Hicksian demand?

A
  • utility is the same after price changes
  • ignore income effect
  • how much demand changed solely based on price change
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8
Q

What is Slutsky demand?

A
  • purchasing power is the same after price changes
  • ignore income effect
  • compensate consumer so still consume original bundle
  • compensated BL passes through original bundle
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9
Q

Differences between Marshall, Hicksian and Slutsky demand

A

Marshall: consider both income and substitution effect (so giffen good has upward sloping demand curve)
H&S only has downward sloping demand curve, because only consider substitution effect

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10
Q

How to do the Lagrange method when optimising? (The Primal)

A
  1. set up the Lagrange
  2. find FOCs
  3. use FOCs to find MRS and set = price ratio
  4. Find an equation for the expansion path
  5. use BC and EP to find optimal bundle of goods.
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11
Q

How to do the Lagrange method when optimising? (The Dual problem)

A
  1. find initial bundle at original p ratio
    - u max: consume on highest IC subject to BC
  2. find change in D due to sub. effect
    - expenditure min: less costly way
  3. find the new bundle at new p ratio
    - u max.
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