Techno is planning a security offering under Regulation D, Rule 505. Under this rule, Techno can offer an unlimited amount of securities. Securities are able to spit up different payments for profits. Through these securities regarding the regulation rule, Techno can offer a wide range of securities.
Answer:
B. The total interest = $4.35
Explanation:
The first question to answer, is what is the present value of the annuity of the loan and then based on that the total interest can be calculated.
<h2>Present value of annuity= A x [(1-(1+r)-n)/r]*(1+r) </h2>
Where the A represents Annuity = or $20
The r represents the rate or 1.5%
and the n represents the number of periods which is 6 months
Calculating the value =
= 20 x [(1-1.015^-6)/0.015]*1.015
= 20 x [(1-0.91454219251)/0.015]*1.015
= 20*5.782644973
=$115.65
Now that the loan amount is known, the Total Interest can be calculated as follows
Total Interest= number of payments x monthly payments) - the loan amount (calculated above)
= 20 x 6 -115.65
= 120-115.65
The total interest = $4.35
Explanation:
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Answer:
4.2 years
Explanation:
Here is the complete question
Project A requires a $ 385,000 initial investment for new machinery with a five year life and a salvage value of $44,000. The company uses straight - line depreciation . Project A is expected to yield annual net income of $ 23,100 per year for the next five years.
Required:
Compute Project A's payback period.
Payback = amount invested / cash flow
cash flow = net income + depreciation
depreciation = (cost of asset - salvage value) / useful life
(385,000 - 44,000) / 5 = 68,200
Cash flow = 68,200 + $ 23,100 = 91300
$ 385,000 / 91300 =4.2
Answer:
True
Explanation:
Marginal - the dictionary meaning of such word is additional of anything. Here, in the given case, marginal analysis as per costing is the analysis of each additional revenue from each additional sale or production.
Marginal analysis does not consider fixed cost generally, as that is fixed and don not add on on additional units, within a standard range.
Thus, the statement stated here is True.