The formula for percent discount value after n years at the rate r is given by
pdv=fv/(1+r)^n
where fv is the fixed value
here only fixed value is given to us so we will calculate the discounted value for coming 10 years
after
year 1=943.4
2=890
3=839.62
4=739.09
5=747.26
6=704.96
7=665.06
8=627.41
9=591.90
10=558.39
Answer:
$100, $700, $800
Explanation:
Calley Journal entries would include:
Debiting $100 to the cash account
Debit the $700 to the receivables account
Credit $800 to the revenue account
This follows the double entry rule that a credit in one account must correspond to at least one debit in another account.
We debit all asset accounts(receivables,cash) when increased and credit all liabilities account when increased. We credit all income account(revenue) when increased and debit all expenses account when increased.
A savings account is a savings account
We
should note that the bond investment account is recorded at cost by the Bondholder
or Investor.
The
cost or price is calculated as:
Cost
= $90,000 * 86.4%
Cost
= $90,000 * 0.864 = $77,760
Therefore,
the entry to record should be:
<span>debit
Held-to-Maturity Investment in Bonds for $77,760 and credit Cash for $77,760</span>
Answer:
Annual interest rate = 8.23%
Explanation:
The annual interest rate i must have earn over the last 8 years to accomplish this goal is:
= ((25650/(9000*(1+6.1%)^7))^(1/8))-1
= ((25650/(9000*1.513588))^(1/8)) - 1
= ((25650/13622.29)^(1/8) - 1
= 1.882943323038931^(1/8) - 1
= 1.08231743862 - 1
= 0.08231743862
= 8.231743862%
= 8.23%
