Scott was denied the loan because he was not old enough to qualify.
<h3>What is the Payday loan?</h3>
Payday loan is a type of unsecured loan in which high rate of the interest is given to the borrower. It is a kind of the short term loan basically for the two weeks.
According to the above situation, Scott is cannot get the payback loan because he is minor to sanction a loan. He must have the age of 18 years or above.
Learn more about payday loan here:
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The amount generated from the investment with simple interest is calculated through the equation,
F = P x (1 + in)
where F is the future amount, P is the present worth, i is the decimal equivalent of the given interest and n is the number of interest period.
From this item it can be identified that,
P = $10,500
i = 0.06
n = 4
Substituting the known values,
F = ($10,500) x (1 + (0.06)(4))
<em> F = $13020</em>
Therefore, after four years, the amount of money that Alex will have is $13,020.
Answer:
$10,200,000.
Explanation:
End inventory + Sales - Begin inventory = # of units that need to be produced
# of units that need to be produced @ $30 per = Your answer
Answer:
$172.25
Explanation:
initial outlay for the project = -$350
cash flow years 1-5 = [($300 - $135 - $70) x (1 - 36%)] + $70 (depreciation expense) = $60.80 + $70 = $130.80
using an excel spreadsheet and the NPV function, we can calculate the project's NPV with an 8% discount rate:
=NPV(8%,130.80,130.80,130.80,130.80,130.80) - $350 = $522.25 - $350 = $172.25
we can also do it manually:
NPV = -$350 + $130.80/1.08 + $130.80/1.08² + $130.80/1.08³ + $130.80/1.08⁴ + $130.80/1.08⁵ = $172.25
Answer:
Th answer is: net income for year 2 is $45,000
Explanation:
We must first determine the equity for both years (equity= assets - liabilities)
- Equity year 1 = $940,000 - $300,000 = $640,000
- Equity year 2 = $995,000 - $270,000 = $725,000
Then we calculate the change in equity:
- change in equity = $725,000 - $640,000 = $85,000
Finally to determine the net income or year 2 we use the following formula:
Net income (Y2)= change in equity - additional investments + dividends paid
net income (Y2) = $85,000 -$73,000 + $33,000 = $45,000