Answer:
e. (b) and (c) only
Explanation:
Pollution can be defined as the physical degradation or contamination of the environment through an emission of harmful, poisonous and toxic chemical substances.
Offset trading refers to a type of trading system that is typically designed for the realization of more efficient pollution control.
Free market in tradable pollution permits simply means giving manufacturing companies and individuals the legal right to pollution of the environment. For example, XYZ company is purchasing the permit of 500 units of carbon dioxide (CO2) pollution annually, this simply means it is permitted to pollute the environment by 500 units of CO2 annually.
Additionally, a free market in tradable pollution permits has some sort of benefits as companies can resell their unused permits or devise a cheaper means of reducing pollution. It also compensate companies that significantly reduces its pollution of the environment.
The key components of a tradeable pollution permit system include;
I. The issuance of a fixed number of permits to new and existing business firms that emit pollutants.
II. A means through which permits can be exchanged among polluters such as new business firms being able to pay existing firms to reduce their emissions below a specific standard.
To strengthen your ideas and opinions with examples, facts, or details is to add supportive details.
It is important when analyzing data and drawing conclusions to have facts and details to support your reasoning. Especially if you are making large decisions for an organization, everyone needs to be able to understand why a decision was made. Having tangible information is the best way to support your ideas.
Answer:
To find EMI (P) we know that the yearly EMI for the loan of $20000 for 35 years at an interest of 3.5% is $992 per year.
Therefore upon calculating the loan after the seventeenth year we have $19252
The EMI calculated after the one-third permitted on the seventeenth payment is, therefore: $992*1/3= 992/3=$330
Therefore, the balance calculated after the twenty-seventh instalment = $6150
Therefore the yearly EMI (P) for the loan of $6150 at 4% for the remaining eight years is $900 per year.
Explanation:
To find EMI (P) we know that the yearly EMI for the loan of $20000 for 35 years at an interest of 3.5% is $992 per year.
Therefore upon calculating the loan after the seventeenth year we have $19252
The EMI calculated after the one-third permitted on the seventeenth payment is, therefore: $992*1/3= 992/3=$330
Therefore, the balance calculated after the twenty-seventh instalment = $6150
Therefore the yearly EMI (P) for the loan of $6150 at 4% for the remaining eight years is $900 per year.
Answer:
13.56%
Explanation:
For the computation of return in equity first we need to follow some steps which are shown below:-
D/A = Debt ÷ Total assets
Debt = $200,000 × 65%
= $130,000
Interest expense = $130,000 × 8%
= $10,400
Total assets = Total liabilities + Total equity
Total equity = $200,000 - $130,000
= $70,000
Net income = (EBIT - Interest expense) × (1 - Tax rate)
= ($25,000 - $10,400) × (1 - 0.35)
= $9,490
ROE = Net income ÷ Equity
= $9,490 ÷ $70,000
= 13.56%
Answer: c. The subscription began about 10 days before the 15th of the month.
Explanation:
With the first month's payments being pro-rated for the amount due up until the 15th of the month plus the next month's bill amount payments, the likely possibility is that the customer started their first subscription 10 days before the 15th of the first month.
This would then mean that they were charged the daily rate for each of those 10 days which amounted to $15. The daily rate can be calculated by dividing $45 by 30 days because $45 is the rate for the month according to the question.
= 45/30
= $1.5 a day.
