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Katyanochek1 [597]
3 years ago
9

Suppose that the government is going to auction off permits equal to one third of total emissions in the economy (so two-thirds

of all emissions must be abated), and that there will be a competitive market for permits sold on an exchange (i.e., in a market) with publicly posted prices so that it is very easy to buy or sell permits. Suppose now that a firm with a marginal abatement cost of $8 has a special opportunity to buy 100 permits at a price of $15 per permit.
True or False: The firm should buy the permits even though their marginal cost is below $15.
Business
1 answer:
LenaWriter [7]3 years ago
3 0

Answer:

TRUE

Explanation:

TRUE, in the question, the government is going to auction off permits equal to one third of total emissions in the economy (so two-thirds of all emissions must be abated)

however, the firm will buy 100 permits even though thir marginal cost is below $ 15. because here the firm will get a monopoly in holding the permits of one third of total emissions in the economy. this is such a huge benefit for the firm and by acquiring this permits the firm can transfer the permission permits to other firm with high price or they can distribute the permits of emission among the different firms below the size of the emission permits holding firm. thus, even though marginal abatement cost of$8 has a special opportunity to buy 100 permits at a price of $15 per permits, the firm will resort to buy the permits. the power in handling the emission permits and the monopoly getting the firm in holding the permits allow the firm to act as a leader in the economy compared to other firm who don't have the emission permits. thus, the money gain and the authority gaining in emission permit hold the firm to buy the permits even though their marginal cost is below $15

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Calculate the risk-adjusted asset base for a bank with: a. Cash of $20 million, 0% b. Gen. Obligation municipal security of $100
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This is what i found  Answer 1
Risk-Adjusted Asset Base
The calculation of the risk-adjusted asset base for a bank is as below-
Risk-adjusted asset = (Cash × 0%) + (municipal security × 20%) + (home mortgages × 50%) + (Commercial loans × 100%)
= (20 × 0%) + (100 × 20%) + (500 × 50%) + (300$ × 100%)
= 0 + 20 + 250 + 300
= $570 million
The outcome shows that the risk-adjusted or weighted asset based for the bank will be $570 million.
Tier1 and Tier 2 Capital:
If the bank has no off-balance sheet activity then minimum required level of Tier 1 and Tier 2 capital will be-
Tier 1 capital = Risk-weighted asset × 4%
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Tier 2 capital = Maximum of 1.25% of risk-weighted asset
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The outcomes indicate that the minimum required level of Tier1 and Tier 2 capital is $22.8 million and $7.125 million for the bank.
Bank Comply with Capital Requirements:
If the bank has Tier 1 capital of $25 million and Tier 2 capital of $15 million then it will comply with its capital requirements of $29.925 million. It is because in this situation, total capital of bank is $37 million that is higher than the above calculated capital of $29.925 million.
Impact of off-Balance Sheet Activities on Capital Requirements
The addition of off-balance sheet activities might increase the capital requirement of the bank. It is because an off-balance sheet items is a financial contract that can create credit loss for the company due to credit risk. So, in case of adding off-balance sheet activities, a bank will require more capital to cover credit loss. Along with this, it can also increase the minimum ratio of capital to risk-weighted assets from 8% and in that situation; the bank will need more capital (Carmichael & Graham, 2012).
Answer 2
Probability of Repayment and Risk Premium
A).
If the rate on a one-year treasury bill is 6% and in case of loan default, no payments are expected on financial securities then the probability of repayment and the risk premium on 1 year AA-rated loan yielding 9 percent will be-
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The following formula can be useful to determine probability of repayment.
P = (1 + I) / (1 + k)
Where,
I = 6%
k = 9%
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The formula for calculating the Confidence Interval is as follows:

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