Answer:
5.61 years
Explanation:
Let the Present value be 'x'
Data provided in the question:
Future value = 
Inflation rate, i = 5% = 0.05
Now,
Using the compounding
let number of years be n
thus,
Future value = Present value × [ 1 - inflation rate ]ⁿ
= x × (1 - 0.05)ⁿ
or
0.75 = 0.95ⁿ
on taking log on both the sides
, we get
or
log(0.75) = n × log(0.95)
or
-0.125 = n × (-0.0223)
or
n = 5.61 years
or, n = 11.89 years
Answer:
The answer is D.
Explanation:
To increase asset and expense, you debit while credit decreases it.
To increase, liabity, revenue(income), equity, you credit while debit decreases it.
An insurance that has been prepaid is an asset because the benefit has not been fully utilised.
Samson and Sons has paid for an insurance that will expire December at the beginning of July.
$1,200 for 6 months.
Samson and Sons needs to recognize this as the service is being enjoyed monthly.
Therefore, insurance expense every month will increase by $1,200/6
$200
Remember that expense increase by debit and asset(Prepaid Insurance) decrease by credit.
So we have:
Debit insurance expense $200; Credit prepaid insurance $200
Answer:
1,011.429 dollars
Explanation:
The dealer is willing to sale bond (we purchase from the dealer) at the ask price
In this case 1,011.429 dollars per bond.
If anyone want's to purchase those bonds will have to pay this amount per bond.
The opposite to the ask price is the bid price, which is the price at which the dealer is willing to purchase bond (we sale it to the dealer).
Answer:
Annual depreaciation 2020= $2,400
Explanation:
Giving the following information:
Purchase price= $12,000
Salvage value= $2,000
Useful life= 5 years
<u>To calculate the depreciation expense under the double-declining balance, we need to use the following formula:</u>
Annual depreciation= 2*[(book value)/estimated life (years)]
2019:
Annual depreaciation= 2*[(12,000 - 2,000) / 5]
Annual depreaciation= 4,000
2020:
Annual depreaciation= 2*[(10,000 - 4,000) / 5]
Annual depreaciation= $2,400
