Answer:
73 months
approximately 6 years
Explanation:
The period of time it would take to pay off the loan can be determined using excel nper function as below:
=nper(rate,pmt,-pv,fv)
rate is the interest expressed in monthly terms which is 15.3%/12
pmt is the amount payment per month i.e $90
pv is the amount of loan which is $4250
fv is the balance of the loan after all payments have been made i.e $0
=nper(15.3%/12,90,-4250,0)= 73 months
73 months/12 months=approximately 6 years
Based on the fact that the divisions of this national grocery chain are set up in such a way that they can serve different locations, this is a<u> geographic structure.</u>
<h3>What is a geographic structure?</h3>
This is a departmentalization style where a company creates divisions in various areas to service their customers located in those places.
This is what this national grocery chain is doing by setting up divisions in various areas to access their customers around the country.
Find out more on the departmentalization at brainly.com/question/15052404.
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Answer:
3.73 years or 4 years approx
Explanation:
The computation of the number of years taken for money invested for double is shown below:
As we know that
Amount = Principal × (1 + interest rate ÷ time period)^interest rate × time period
where,
We assume the principal be P
And, the amount is 2P
And, the other values would remain the same
So,
2P = P (1 + 0.2044 ÷ time period)^ 1 × time period
2 = (1.2044)^ time period
Now take the log both sides
ln2 = ln (1.2044)^time period
ln2 - time period ln (1.2044)
So,
time period = ln(2) ÷ ln (1.2044)
= 3.73 years or 4 years approx
To calculate free cash flow, locate the income statement and balance sheet. Start with net income and add back charges for depreciation and amortization. Make an additional adjustment for changes in working capital, which is done by subtracting current liabilities from current assets. Then subtract capital expenditure (or spending on plants and equipment)
Answer:
Solution as seen below
Explanation:
Bond = 1,700 × $1,000 × 98%
= $1,666,000
Allocation :
Issue price $1,751,000
(1,700 × $1,000 × 103%)
Bonds ( $1,666,000 )
Warrants $85,000
($1,751,000 - $1,666,000)
Bond face value $1,700,000
(1,700 × $1,000)
Allocated FMV ($1,666,000)
Discounts $34,000
($1,700,000 - $1,666,000)
