Answer:
EAR = 8.24%
Explanation:
EAR = (1+APR/n)^n-1
Where n is number of compounding per year = 4
EAR = (1+8%/4)^4 - 1
EAR = (1 + 0.02)^4
EAR = (1.02)^4
EAR = 1.08243216 - 1
EAR = 0.08243216
EAR = 8.24%
Answer:
The nominal value at the end of 17 years = $7,455.34
The real value at the end of 17 years = $2,437.95
Explanation:
Value at the end of 17 years = present value x (1+ interest rate)^t
The nominal value at the end of 17 years = $1,475 x (1.1)^17 = $7,455.34
The real value at the end of 17 years = $1,475 x (1.03)^17 = $2,437.95
Answer:
PURCHASE PRICE OF THE RIGHT STOCK (75 * $90) = $6750
LESS- SELL PRICE OF THE RIGHT (25 * $22) =($550)
TOTAL COST OF THE RIGHT STOCK = $6200
NO OF RIGHT STOCK PURCHASED = 75
PRICE PER STOCK = $82.67
SALE PRICE OF THE RIGHT (25 * $22) =$550
LESS- PURCHASE PRICE OF RIGHT = NIL
TOTAL CAPITAL GAIN ON SALE = $550
Answer:
49 million
Explanation:
Data given in the question
Population = 100 million persons
Civilian jobs = 40 million
Not working but looking for a job = 9 million
So the number of persons in the civilian labor force is
= Civilian jobs + not working but looking for a job
= 40 million + 9 million
= 49 million
The civilian labor force includes both the employed as well as unemployed person
Answer:
The firm's profits if it charges the two prices as mentioned above = $ 1425
Explanation:
P.S - The exact question is -
Proof -
we calculate the profits individually for 2 different prices:
When price = $75:
Quantity sold = 15 units
Total revenue = 15 × 75 = $1125
Total cost = Marginal cost × quantity
= 20 x 15 = $ 300
⇒Total cost = $300
So,
Profit = 1125 - 300 = $825
When price = $35 :
Quantity sold = 55 - 15 (quantity purchased at price = $75)
⇒Quantity sold = 40
Total revenue = 40 × 35 = $1400
Total cost = Marginal cost × quantity
= 20 x 40 = $ 800
⇒Total cost = $800
So,
Profit = 1400 - 800 = $600
Now,
Total combined profit = 825 + 600 = $1425
∴ we get
The firm's profits if it charges the two prices as mentioned above = $ 1425