Answer:
A) Profitability index.
Explanation:
Based on the scenario being it can be said that the most appropriate tool to use in this specific situation would be a Profitability index. This is a ratio that weighs the payoff to the investment of a specific project. It is allows individuals to rank projects on the amount of value that they will be getting from them. Thus allowing you to choose the most optimal projects in situations such as this one.
Answer:
a.) Nukere should be held liable because of the dangerous nature of hazardous waste. Regardless of safety checks, the accident happened.
Explanation:
"Nuclear power plants" are known to be<em> the most reliable source of electricity</em> there is in the world. However, they pose some<em> risks</em> especially when it comes to the possibility of a nuclear accident happening.
When it comes to "nuclear third party liability," a strict liability of the nuclear operator means that the victim has no fault in any situation that might occur. This means that <em>the operator is responsible or liable</em> of the power plant's dangerous nature of hazardous wastes.
Whether or not they have recently passed safety checks, there is no need for them to prove anything on he is at fault. So, <u>this makes Nukere liable for the situation.</u>
This explains the answer.
Answer:
Explanation:
The journal entry is shown below:
Building A/c Dr $312,276
Land A/c Dr $276,924
To Cash A/c $61,900
To Notes payable A/c $527,300
(Being the purchase of building and land for cash and note payable is recorded)
The computation of the notes payable is shown below:
= Total purchase value - cash paid
= $589,200 - $61,900
= $527,300
Answer:
NPV =$ 60,311.80
Explanation:
<em>The net present value (NPV) of a project is the present value of cash inflow less the present value of cash outflow of the project.</em>
NPV = PV of cash inflow - PV of cash outflow
We can set out the cash flows of the project using the table below:
0 1 2 3
Operating cash flow 136,000 136,000 136,000
Initial cost (274,000)
Working capital (61,000 ) 61,000
Salvage value <u> </u> <u> </u> <u> </u> 1<u>5000 </u>
Net cashflow <u> (335,000) 136,000 136,000 212,000.</u>
PV inflow= (136000)× (1.1)^(-1) + (136,000× (1.1)^(-2) + (112,000)× (1.1)^(-3)
= 395,311.80
NPV =395,311.80 -335,000
=$ 60,311.80