Deck 02 Flashcards

1
Q

What is the formula of present value of net benefits assuming that the benefits are realized at the end of each?

A

NPV = costs + (benefit_1)/(1+rate^t )+(benefit_2)/(1+rate^t )…

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2
Q

What is the formula of present value of net benefits assuming that the benefits are realized at the beginning of each of the three years?

A

NPV=cost+benefit+ (benefit_1)/(1+rate^t )…

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3
Q

What is the formula/definition of Consumer Surplus generalized in a demand curve?

A

CS=\integral(+∞, p) D(t)dt

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4
Q

What is the demand curve?

A

A graphic representation of the relationship between product price and the quantity of the product demanded

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5
Q

What is the formula for social welfare (SW)?

A

SW=Consumer surplus+Consumer profit

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6
Q

Formula for internal rate of return (IRR)

A

0 = ∆SW · ( (1+r) / r) − C

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7
Q

How can the individual I’s welfare be represented as a utility function when valuing time?

A

u_i=u_i (l_i,c_i),

Where l_i=leisure time and c_i=i^′ s consumtion

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8
Q

What is the langragian formula?

A

L=f(x,y)−λ∗g(x,y)

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9
Q

What are the 3 formulas of shadow price given valuating of time?

A

w · λ = w / (wt−e)
−λ = −1 / (wt−e)
λ (t−l) = (αt + (l−α) · e/w) / (wt−e)

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10
Q

What is the cobb-douglas’ utility function given valuating time?

A

u(l,c)=c^α·l^(1−α)

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11
Q

What does shadow prices tell us?

A

How valuable resources are in terms of objective function

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12
Q

What is shadow price

A

An estimated pricefor something that is not normally priced in the market or sold in the market. It is often used in cost-benefit accounting to value intangible assets. It is based on the willingness to pay.

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