6)
The Smiling Cow Dairy can sell all the milk it wants for $4 per gallon and rent all the milking machines it wants at a price of $100 per machine per day.
Suppose that the relationship between machines and output is as follows:
Number of Machines | Gallons of Milk |
0 | 0 |
1 | 50 |
2 | 85 |
3 | 115 |
4 | 142 |
5 | 150 |
6 | 155 |
In order to maximize profit, how many machines should the firm rent? ......
7) A small nation of 10 hipsters produces and consumes skinny jeans and mustache wax in the following amounts:
Year | Jeans Output | Jeans Price | Wax Output | Wax Price |
2016 | 10 units | $40 | 30 | $10 |
2017 | 12 units | $60 | 50 | $12 |
Using a basket of 1 (pair of) jeans and 2 cans of wax, compute the CPI for this economy. Do not include any unit labels.
CPI 2016 ? ......................
CPI 2017 ? .....................
Inflation rate (as a percentage value with base year 2016) ? .....................
6. 4 machines
Machines are rented upto the point where VMPK just exceeds or equal
the price of machine (100)
At K = 4, MPK = 142-115 = 27
So, VMPK = Price*MPK = 4*27 = 108 > 100
At K = 5, MPK = 150-142 = 8
So, VMPK = Price*MPK = 4*8 = 32 < 100
So, 4 machines will be rented.
7.
Quantity of jeans = 1 pair and quantity of wax = 2 cans
Cost of basket in 2016 = Sum of (Price in 2016*respective
quantities) = 1*(40) + 2*(10) = 40 + 20 = $60
Cost of basket in 2017 = Sum of (Price in 2017*respective
quantities) = 1*(60) + 2*(12) = 60 + 24 = $84
CPI 2016 = (Cost of basket in 2016/Cost of basket in base year)*100
= (60/60)*100 = 100
(As 2016 is the base year)
CPI 2017 = (Cost of basket in 2017/Cost of basket in base year)*100
= (84/60)*100 = 140
Inflation rate = [(CPI2017-CPI2016)/CPI2016]*100 =
[(140-100)/100]*100 = 40%
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