Answer:
C. $12,000 under the cash method and $4,000 under the accrual method
Explanation:
Under the cash basis of accounting, whenever an amount is received or paid, it is recognized in the books of accounts
Whereas, on the accrual basis of accounting, the cash received / payment or not it is recognized in the books of accounts. It is recorded when it is earned not when it is received or paid.
So, by this above information
The cash method would recognize $12,000 ($1,000 × 12 months)
Whereas
The accrual method would recognize $4,000 ($1,000 × 4 months)
We assume the books are closed on December, 31
Answer:
The most I could pay for the investment is $12,960.09
Explanation:
The maximum a rational investor could pay acquire an investment is the present value of all future cash flows receivable from the investment.
In the case, the present of all cash flows is calculated thus:
Years Cashflows [email protected] 12% PV
1 5000 0.892857143 4,464.29
2 5300 0.797193878 4,225.13
3 6000 0.711780248 4,270.68
Total of present values 12,960.09
The discounting factor is calculated using the formula :
1/(1+r)^n where r and n are rate and number of years respectively.
Answer:
a.equity method investments where a company has holding of less than 20 %
Answer:
156.6%
Explanation:
Given:
Cosi Company's Incurred over head for the next period = $830,000
Expected labor hours = 53,000
Cost of labor = $10.00 per hour
Thus,
Total labor cost = 53,000 × $10.00 = $530,000
Now,
the Cosi Company's predetermined overhead rate will be calculated as:
Predetermined overhead rate = Incurred overhead / Total labor cost
on substituting the respective values, we get
Predetermined overhead rate = ( $830,000 / 530,000 ) = 1.566
or
Predetermined overhead rate = 1.566 × 100% = 156.6%
Answer:
12.38% decrease
Explanation:
Given the following parameters
6%
Number of years = 12
Market yield I= 6 === 4.5
Present Value = 916.16 == 1045.59
PMT (annuity payment) = 50 (5%x1000)
Future value = 1000
Therefore, to solve for the percentage change, we have in the price of this bond in this situation, we have (916.16-1045.59) / 1045.59 = -0.1238
Hence, 12.38% decrease is the percentage change in the price of this bond if the market yield rises to 6% from the current yield of 4.5%,
