The average nominal risk premium on the long-term government bonds was 2.6 percent.
A risk premium is the expected investment return on an asset that is higher than the risk-free rate of return. The risk premium on an asset is a form of compensation for investors. It compensates investors for tolerating the additional risk in a given investment over that of a risk-free asset. Subtracting the return on risk-free investment from the return on investment yields the risk premium.
The nominal risk premium is:
Nominal Risk-Free Rate - Inflation Premium = Real Risk-Free Rate. Nominal rates are the rates we encounter on a daily basis, such as interest rates from banks and other financial institutions.
Nominal risk premium = 6.1 % -3.5 %
= 2.6%.
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the correct answer would be d. the stamp collection, the bank account, and the skateboard.
<h2>No the food handler should use new sanitized water.</h2>
Explanation:
- When the temperature of the water of the sanitizing solution is low, it means that there is more chance of "bacteria being present in the water".
- So this bacteria can go and affect the food and when the living being intake the food, there is a possibility for illness.
- How sanitizing hand is important, it is that equal important to sanitize the pans to "stay healthy".
- So, "the water should be poured out and new water containing the sanitizing solution should be used".
Answer: C. $48,000 capital gain
Explanation:
To calculate the Gain or loss on the sale of Jackson's interest we will subtract his adjusted basis from the sale of his entire interest in the following manner,
Gain(loss) on sale of interest = Amount realised - Adjusted basis in partnership
= 112,000 - 64,000
= 48,000
$48,000 will be his Gain on the sale of his interest. It will also be considered CAPITAL as he does not have Hot assets like inventory just equity.
Answer:
FV= $7,435.74
Explanation:
Giving the following information:
Initial investment= $6,400
Interest rate= 1.5%
Number of periods= 10 years
<u>To calculate the value of the account in ten years, we need to use the following formula:</u>
FV= PV*e^(i*n)
FV= 6,400*e^(0.015*10)
FV= $7,435.74