Answer:
D) illegal because provisions of the Uniform Securities Act cannot be waived
Explanation:
According to the Uniform Securities Act, it refers to that act in which there is a uniform law or the same law that is to be followed state to state
Since in the question it is mentioned that the agent wants to sell a highly valuable i.e not registered also there is a client sign so it would be sold as per the act but this scenario represents the illegal act and also it could not be waived off.
Answer:
The answer is $12,297.
Explanation:
Denote x is the minimum amount of after-tax annual savings (including depreciation effects) needed to make the investment yield a 12% return.
As required in the question, at $X annual after-tax saving, the net present value of the project discounted at the required return 12% will be equal to 0. So, we have:
- Net initial investment + Present value of cash inflow from asset disposal in 5-year + Present value of 5 after-tax annual savings = 0 <=> -50,000 + 10,000 x 0.567 + X x 3.605 = 0 <=> 3.605X = 44,330 <=> X = $12,297 (rounded to the nearest whole dollar).
Thus, the answer is $12,297.
I believe the answer is: inductive reasoning
In inductive reasoning, the premises would be viewed as some sort of supply of evidence for the general conclusion. In the example above,
"all professional athletes earn a lot of money" is the premise that is used as some sort of evidence for " wes makes a lot of money", which is the speaker's conclusion.
Answer:
The answer is $1,402,000
Explanation:
Cost of an asset is the total cost of acquiring and asset plus the cost incurred in bringing the asset to a working condition e.g cost of transporting the asset to factory, cost of installation etc.
Cost of the machine is:
Cost of acquisition $4,000,000
Cost of installation. $10,000
Building a clean room. $3,000,000
Total cost is. $7,010,000
No salvage value
Useful life is 5 years
Cost of depreciation using the straight-line method is
(cost of the asset - salvage value) ÷ number of useful life
$7,010,000 ÷ 5
= $1,402,000
