Answer:
Cost of goods sold = $179,000
Explanation:
The cost of goods sold represent the amount of direct expenditure incurred on the units of goods sold for the period. It is computed as follows
Cost of goods sold = Opening inventory + cost of production - closing inventory
Note that closing inventory represents the value of the goods yet to be sold at the end o the period while opening inventory represent the worth of goods brought forward from the previous period.
Cost of production is the addition of direct material, direct labour and production overhead.
The cost of goods sold for unique production is
Cost of goods sold = Opening inventory + production - closing inventory
cost of gods sold = 20,000 + (60,000 + 35,000 + 100,000) - 36,000
= $179,000
Answer:
Option B Depreciation expense
Explanation:
The allocation of cost of the plant and equipment for the period being used is the concept of depreciation and is a period cost because when the asset is purchased its value decreases gradually with time which means some of the machinery value would be deminish during the year depending upon the technological factors, life of the equipment, etc. So the period cost will arise regardless of that we either use the asset or not which is the definition of period cost which in this case is depreciation cost and the allocation of cost of plant and equipment over its useful life is also depreciation cost.
C. A student must complete the FAFSA before the deadline to be religionless for federal grants
To adjust for rent used up during the year that was recorded to the prepaid rent account when paid for;
- Rent expense is debited, prepaid rent is credited
<h3>Prepaid rent account</h3>
A prepaid rent account simply a current asset account that's responsible for reporting the amount of future rent expense that was paid in advance of the rental period.
On this note, the amount reported on the balance sheet is the amount that has not yet been used or expired as of the balance sheet date.
Read more on prepaid rent account;
brainly.com/question/1202504
Answer:
73 years
Explanation:
To solve this problem, we can use the formula for the annual compound interest, which is:
where:
A is the final amount after time t
P is the principal
r is the rate of interest
t is the time
In this problem, we have:
is the principal
is the interest rate (5.5%)
We want to find the time t at which the amount of money is
A = $100,000
Therefore, we can re-arrange the equation and solve for t:
So, it will take 73 years.
