Answer:
26,833 units
Explanation:
Optimal production quantity is the quantity at which business incur minimum cost. This is the level of production per batch where the incur the lowest cost.
EOQ =
C = Carrying cost = 10 / 100 = $0.1 per unit
S = Setup cost = $100
D =Annual Demand = 360,000
EOQ = 
EOQ = 
EOQ = 26,833 units
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Answer:
market price = $1,104.20
Explanation:
yield to maturity of zero coupon bonds = (face value / market price)¹/ⁿ - 1
- YTM = 5.97%
- n = 19 x 2 = 38
- face value = $10,000
(face value / market price)¹/ⁿ = YTM + 1
face value / market price = (YTM + 1)ⁿ
market price = face value / (YTM + 1)ⁿ
market price = $10,000 / 1.0597³⁸ = $10,000 / 9.0563 = $1,104.20
Answer:
$360
Explanation:
Interest Expense associated with the loan is the only operating cash flow. We need to calculate the interest expense first
As the note is issued on August 1, year 1, only 5 months has been passed on December 31, year 1, So we calculate the interest expense for only 5 months.
Interest Expense = Value of Note x Stated Interest rate x 5/12 = $10,800 x 8% x 5/12 = $360
It is assumed that the interest is paid on December 31, year 1.
Answer:
The actual unemployment rate was higher during the recession of 1990−1991, while cyclical unemployment was higher in 2001.
Explanation:
Given data in the question
In the year 1990-1991
The natural rate of unemployment = 5.9%
The rate of the actual unemployment = 7.0%
In the year 2001
The natural rate of unemployment = 4.8%
The actual unemployment rate = 6.0%
As we can see that
The actual unemployment is high in the year 1990-1991 i.e 7.0% as compare to the year 2001 i.e 6.0%
While the cyclical unemployment rate is high in 2001 i.e 1.2% (6.0 - 4.8%) as compare to the year 1990-1191 i.e 1.1% (7.0% - 5.9%)
