Module 4: Direct Estimation of Demand Schedules Flashcards

1
Q

What is the general formula for elasticity of a linear demand?

A

Ed= (delta q/delta p)* p/q

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2
Q

What are the properties to linear demands?

A

1) constant slope
2) varying elasticity along curve
3) crosses x and y axes (at choke price, and non-infinite quantity when price is zero)

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3
Q

What are the properties to log-log demands?

A

1) slope varies along curve
2) constant elasticity
3) Asymptotes at p = 0 and q = 0

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3
Q

Estimate the linear demand curve given the following.

Ed=-0.2
price = $25
quantiy = 6

A

q = 7.2 - 0.048p

alpha1 = -0.2(6/25) =-0.048
6=alpha0 +0.048
25 = 7.2

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4
Q

What is the choke price for the following equation?

q = 7.2 - 0.048p

A

$150

0=7.2-0.048p then solve

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5
Q

What is consumer surplus when price is $25?

p = 150-20.83q

A

$375

.5(b)(h) = .5(6)*(150-25)

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6
Q

What is the general formula for elasticity of demand for log-log models?

A

B1 = Ed

q = B0p^B1)=
ln(q)=ln(B0)+B1ln(p)

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7
Q

Estimate the log-log demand curve given the following information

Ed = -0.2
price = $25
quantity = 6

A

ln(q) = ln(11.42)-0.2(ln(p))

6 = B0(25)^(-0.2) = 11.42

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8
Q

What is the formula for change in CS in log-log demand modules?

A

deltaCS = (p1q1-p2q2)/(1+B1)

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9
Q

Find the change in consumer surplus for the following model.

ln(q) = ln(11.42)-0.2(ln(p))

When price falls from $25 to $10.

A

$97.5

((256)-(107.2))/(1-0.2)=97.5

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10
Q

Find linear demand given two points. Where,

price $25 -> 6 visits
price $10 -> 7 visits

A

q = 7.66-0.0667p

(x1-x2)/(y1-y2) = (6-7)/(25-10) =-0.0667
6 = alpha0-0.0667(25)=7.66

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11
Q

Find log-log demand given two points. Where,

price $25 -> 6 visits
price $10 -> 7 visits

A

ln(q)=2.333-0.1682ln(p)

ln(6/7)=B1ln(25/10) =-0.1682
ln(6) = B0 -0.1682(25) = 2.333

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12
Q

Define internal validity

A

Makes sure your internal sources are good.
i.e. did you use the right methodology? Is the paper you referenced valid? Did you use the right calculations

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13
Q

Define exernal validity

A

Can your source be applied to what you are studying.
i.e. does it include similar characteristics such as area, population, time.

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