Answer
Price of bond = 17.96825
Explanation:
Bond price = ∑(C /
)+ P /
where
n = no. of years
C = Coupon payments
YTM = interest rate or required yield
P = Par Value of the bond
put values in above equation
price = (5.66%/2) × 2000 × (0.31746) + ( 2000 ÷ 4.595×
)
= 17.96825
Answer:
Each payment is of $6595
Explanation:
Amount borrowed by company= $25000
No. of installments = 5
Interest rate = 10%
We are supposed to find how much are each of the payments
Formula : 
I = installment
r = rate of interest
n = No. of installments
So, 
So, Each payment is of $6595
the price of summer cabins. as summer approaches, the equilibrium price of rental cabins increases, and the equilibrium quantity of cabins rented increases increase in demand.
When the price falls below the equilibrium price, the quantity demanded exceeds the quantity supplied, creating an excess demand (short supply) for the product. In other words, consumers want to buy more than producers are willing to sell. This mismatch between supply and demand drives up prices.
Price movements cause equilibrium movement along the supply curve. Such a movement is called a change in supply. Like changes in demand, changes in supply do not shift the supply curve. By definition, it is moved along the supply curve.
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Answer:
D. continuous review system
Explanation:
In the context of manufacturing it seems that the system being described would be a continuous review system. Like mentioned in the question this is a system that automatically adjusts the stock level in real time when a product moves in or out of stock, and automatically triggers an order for more stock as soon as the stock level hits a low quantity point is hit.
Answer:
beginning projected benefit obligation or the market-related asset value
Explanation:
The balance of the Unrecognized Net Gain or Loss account subject to amortization only if it exceeds 10% of the larger of the beginning balances of the projected benefit obligation or the market-related value of the plan assets.
Amortization is simply the procedure or the process of retiring a debt or recovering a capital investment. This can be done via scheduled, systematic repayment of the principal or a program of periodic contributions to a sinking fund or debt retirement fund.