Answer:
Inventory cost will be $3
So option (b) is correct option
Explanation:
We have given that carrying and setup cost is $600
So carrying and setup cost = $600
And EOQ = 200 units
We have to find the inventory carrying cost per year
We know that inventory carrying cost is given by
inventory carrying cost 
So option (b) will be correct option
Answer:
The balance in the account = $851.8
Explanation:
The future value of a lump sum is the amount expected at a future date when a sum of money is invested today at a particular rate of interest for certain number of years
.
This implies compounding the initial amount invested ($300) at the given interest rate(11%) for 10 years.This will be done as follows:
<em />
FV = PV × (1+r)^(n)
FV-Future value
r- rate of return per period
n- Number of period
PV - 300
r-11%
DATA
FV- ?
PV - 300
n- 10
FV= 300 × 1.11^10 = 851.83
The balance in the account = $851.8
Answer:
The answer is B In horizontal percentage analysis, a financial statement line item is expressed as a percentage of the previous balance of the same item.
Explanation:
Horizontal analysis of a balance sheet shows changes in individual assets, liability, and equity items over time.
Horizontal analysis of an income statement compares the amount of each item on a current income statement with the same item on an earlier income statement.
Horizontal analysis is used in financial statement analysis to compare historical data, such as ratios, or line items, over a number of accounting periods. Horizontal analysis can either use absolute comparisons or percentage comparisons, where the numbers in each succeeding period are expressed as a percentage of the amount in the baseline year, within the baseline amount being listed as 100%.
Answer:
The solution of the given query is explained throughout the segment below.
Explanation:
The given values are:
Company issued amount,
= $6,500,000
Rate of interest,
= 6%
Time,
= 10 years
Now,
On bonds payable amortization, the discount will be:
= 
= 
=
($)
Interest expenses will be:
= 
= 
=
($)