Answer:
The correct answer is $132,664.89.
Explanation:
According to the scenario, the given data are as follows:
Present value (PV) = $50,000
Rate of interest (r) = 5%
Time period (n) = 20 Years
So, we can calculate future value by using following formula:
Future value = PV × (1 + r)^(n)
= $50000 × ( 1 + 5% )^20
= $50000 × (1 + 0.05)^20
= $132,664.89
Hence, After 20 years land will be worth $132,664.89.
Answer:
Note: The full question is attached as picture below
Overhead Cost of one Month = Total Overhead Cost / 12 Month
Overhead Cost of one Month = $403,200 / 12 month
Overhead Cost of one Month = $33,600
So, Overhead Chargeable Per Month is $33,600
PARTICULARS AMOUNT
Direct Materials $26,000
Direct Labor $21,000
Manufacturing overhead Applied <u>$33,600</u>
Total Manufacturing Expenses $80,600
Less: Job Work in Process
Direct Materials $3,000
Direct Labor $1,500
Cost of Goods Sold before proration $76,100
of over or under allocated overhead
Based on the amount paid by Olive Company for the two year period, the adjusting entry on December 31 would be a debit to an expense and a credit to prepaid expense for $2,050.
<h3>What would be the adjusting entry?</h3>
Based on the accrual method, only costs for the year can be recorded as expenses.
If any costs are for other periods, those costs would be credited to prepaid expenses.
The expense for this year for management services would be:
= Number of months from July to December x Amount paid / number of months in contract
= 6 months x 8,200 / 24 months
= $2,050
In conclusion, expenses will be debited $2,050.
Find out more on prepaid expenses at brainly.com/question/9270086.
The saving-borrowing-investing cycle starts with the person borrowing funds to start a business. This is their seed capital to purchase and invest in the future. Then if the business grows, they'll be able to bring back the borrowed funds. The cycle continues. I hope this answer helped you.
Answer:
The current yield on the bonds is 5.99%
Explanation:
Current yield = Annual coupon payment / Price Current yield
= $64 / $1,068
Current yield = 0.0599, or 5.99%
