Answer:
6.7 years
Explanation:
According to the scenario, computation of the given data are as follows,
Investment = $520,000
Net cash flow = $78,000
Life of equipment = 10 years
So, we can calculate the payback period for investment by using following formula,
Payback period for investment = Initial Investment ÷ Net cash flow
= $520,000 ÷ $78,000
= 6.67 years or 6.7 years
Answer: $240,000
Explanation:
An intangible asset is an asset which lacks physical substance. While physical assets include assets like buildings, machinery and financial assets like government securities, the intangible assets are hard to evaluate and they include copyrights, patents, trademarks, franchises, goodwill, and trade names.
From the information provided in the equation, copyrights is $240,000 which is an intangible asset. Therefore, in Randolph's balance sheet, intangible asset should be written as $240,000.
Answer:
A.
Debit Unearned Revenue $11,250
Credit Sales $11,250
Explanation:
B. It is an income for the company. Prepaid subscription is an expense for the company. Therefore, it is incorrect.
C. It is contradictory as the company already recorded the first quarter transaction. Therefore, Unearned revenue should be debit. So, it is also incorrect.
D. According to the revenue recognition, revenue is recognized when they are earned. Therefore, the company acquired the cash when the company received last year. So, it is incorrect.
E. Again, cash cannot be credit. Therefore, it is incorrect.
A is the correct answer. As, when the company received the payment, unearned revenue was credit. As the income is now recorded for the first quarter, $(45,000/4) = $11,250 of unearned revenue becomes earned. So, it is debit. Since it is a sale of a company, the sale becomes credit.
In a purchases-payables computer system, a purchase order is created after which document has been processed?
Answer:
Annual deposit = $326,265.88
Explanation:
<em>The amount to be set aside annually to accumulate $2.5 million in 7 years time ca n be worked out using the future value of an ordinary annuity formula.</em>
The formula is given as follows:
FV = A×( (1+r)^n - 1)/r).
A= FV/ ((1+r)^n - 1)/r
FV - Future value
A- annual deposit
n- number of years
r- rate of return
FV - $2.5 million
A- ?
n- 7
A=2,500,000 ÷ (1.03^7 - 1)/0.03 = 326,265.88
Annual deposit = $326,265.88
