what is the present value of the following cash-flow stream if the interest rate is 6%? note: do not round intermediate calculat
1 answer:
The present value of the cash-flow stream if the interest rate is 6% is $323.03.
<h3>What is the interest rate?</h3>The interest rate can be defined as the amount or the percentage that is being fixed or fluctuating depending upon the condition of the agreement. The interest is calculated on the amount that is being loaned or given to the individual or a company.
According to the given question, the interest rate is 6%
1st year $120
2nd year $320
3rd year $220
Now, by applying the formula for the present value:
= 113.20 + 284.96 + 184.87
= 323.03
The present value of the cash flow stream is $323.03
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Answer:
hello your question has a missing journal entry table attached below is the entry journal table completely filled
Explanation:
Amount of bonds acquired = 40% of original bond
i) Bonds payable = 40% * 1,300,000
= $520000
purchase price of bonds = $520000 * 96% ( FACE VALUE )
= $499200
hence the annual amortization
(bonds payable - purchase price of bonds ) / 10 years - 2 years
(520000 - 499200 ) / 8 = $20800/8 = $2600
ii) premium on bonds payable
$20800 - $2600 = $18200
cash amount = $520000 * 8% = $41600
intra entity expense and income table is attached below
from the table
iii) intra-entity interest expense = $39000 and the
iv) intra-entity interest income = $44200
v) investment in bonds
purchase price of bonds + annual amortization
= $499200 + $2600 = $501800
the book value on bonds as at 1st January 2011
=$1300000 * 105% = $1365000
Premium on bonds as at January 1st 2011
= $1365000 - $1300000 = $65000
amortization of premium as at January 1st 2011
=( ($65000) / 10 years ) * 2 years
= $13000
hence the controlling interest in bonds payable = $540800
vi) gains on retirement bonds
= $540800 - $499200 = $41600
attached below is the journal entry on 31st December 2013
