Answer:
4.5 and 3
Explanation:
We know that
Real exchange rate = Nominal exchange rate × (Cost of the basket in US ÷ Cost of the basket in Norway)
So according to this formula, the computation is shown below
When the nominal exchange rate is 3, then the real exchange rate would be
= 3 × (60 ÷ 40)
= 4.5
When the nominal exchange rate is 2, then the real exchange rate would be
= 2 × (60 ÷ 40)
= 3
Answer:
B) the same level of output per person as before.
Explanation:
In the Solow growth model, the economy reaches a steady state level of capital regardless of the starting level of capital. This steady state occurs when capital per worker is constant. Therefore after the war, the level of output should return to its normal level since the savings rate is constant and hasn't changed. This model assumes that a constant fraction of capital will always wear out, increasing the capital-labor ratio, therefore the population must grow or new technologies must be introduced to reach the steady state.
Answer:
C
Explanation:
If you do hours X units and then put it on the end of the Variable you get C. Hope this helped #brainiest
Answer:
a. Marginal Revenue = 5
b. Maximum profit = $144
c. Q optimum = 12 ; P optimum = $17
d. Social cost = $72
Explanation:
Step 1. Given information.
Step 2. Formulas needed to solve the exercise.
- Total Revenue=TR=P*Q=(29-Q)*Q=29Q-Q2
- Marginal Revenue=dTR/dQ=29-2Q
Step 3. Calculation.
Set MR=MC for profit maximization
29-2Q=5
2Q=29-5
Q=12 -----profit maximizing output
P=29-Q=29-12=$17 -------profit maximizing price
Total Profit=(P-AC)*Q=(17-5)*12=$144 ------Maximum Profit
Lerner's Index=(P-MC)/P=(17-5)/17=0.7059
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TAKE A LOOK TO THE ATTACHED IMAGE</h2>
Profit is shown by rectangular shaded area.
Socially optimal price P=MC=$5 --------Socially optimal price
We know P=29-Q, Set P=5
5=29-Q
Q=24 ---------Socially optimal output
Social Cost is equal to dead weight loss. It is shown by triangular area DWL
Social Cost=1/2*(17-5)*(24-12) =$72