A 4% S/A coupon bond with 4 coupons remaining has a BEY of 8.00%, is mathematically given as
DP=95.696. Option D is correct
<h3>What is the dirty price of this bond?</h3>
Generally, dirty price is simply defined as It's important to note that a "dirty price" is simply a bond pricing quotation that takes into account both the coupon rate and any interest that has already accumulated on the bond.
In conclusion, Dirty price
DP = (Clean price + interest Accrued)
Therefore
DP=0.80*(4%*100/2)+2*(1-(1+4%)^(-3.20))/(4%)+100/(1+4%)^(3.20)
DP=95.696
CQ
A4% S/A coupon bond with 4 coupons remaining has a BEY of 8.00%. You buy the bond a little over a month before you get the first coupon. Specifically, the fraction of the 6-month period that has already elapsed is 0.80.
Calculate the dirty price of this bond.
O 81.370
85.216
93.471
o 95.696
Read more about dirty price
brainly.com/question/14316550
#SPJ1
Decentralization organization? I think that is the answer.
Option B
The business cycle is irregular fluctuations in economic activity.
<u>Explanation:</u>
The business cycle is the constant rise and decline of financial growth that transpires overhead time. A cycle is a valuable mechanism for probing the market. It can further assist you to perform more reliable monetary choices. The state administration handles the business cycle.
The business cycle depicts the germination and bankruptcy in the making yield of assets and services in a marketplace. Business cycles are usually estimated relating to the boom and recession in the actual entire domestic goods or modified for inflation.
Answer:
7.5%
Explanation:
Cost savings
:
= Equipment cost - New machine cost
= 30,000 - 12,000
= 18,000
Depreciation per year
:
= Cost of automated bottling machine ÷ Useful years
= 120,000 ÷ 10
= 12,000
Simple rate of return:
= (Cost savings - Depreciation of new equipment) ÷ (cost - salvage of old)
= (18,000 - 12,000) ÷ (120,000 - 40,000)
= 6,000 ÷ 80,000
= 0.075
= 7.5%
Answer:
total cost to be accounted = $297000
Explanation:
given data
beginning work in process inventory = $37,000
ending work in process inventory = $43,000
costs added to production = $260,000
cost of units transferred out = $254,000
solution
we get here total cost to be accounted that is express as
total cost to be accounted = ending work in process inventory + cost of units transferred out ......................1
put here value and we will get
total cost to be accounted = $43,000 + $254,000
total cost to be accounted = $297000
