Answer:
a. 3,760
Explanation:
The computation is shown below:
Period Demand Weight Demand × weight
1 3,500 0.15 525
2 3,800 0.20 760
3 3,500 0.25 875
4 4,000 0.40 1,600
Total 3,760
We simply multiplied the demand with the weight to get the total.
Answer:
Fixed deferred annuity
Explanation:
Fixed deferred annuity is a form of saving investment where interest is paid on the invested amount at a rate set by the investment company and defined in the contract , and the interest can be deferred into the future till a withdrawal is made from the annuity contract.
Taxes are not paid but deferred until withdrawal which allows the opportunity to control when to pay taxes , a good investment sense for long term investment.
This makes it a good investment for a risk adverse investor who will not require investment income until later years but its main goal is retirement income and preservation of capital.
Group of answer choices.
A. the supply curve, resulting in a lower equilibrium price.
B. the supply curve, resulting in a higher equilibrium price.
C. the demand curve, as consumers try to economize because of the shortage.
D. the demand curve, resulting in a price ceiling in the market.
Answer:
B. the supply curve, resulting in a higher equilibrium price.
Explanation:
In this scenario, a severe freeze has damaged the Florida orange crop. Thus, the impact on the market for orange juice will be a leftward shift of the supply curve, resulting in a higher equilibrium price.
An equilibrium price can be defined as the price at which the quantity of goods demanded is equal to the quantity of goods supplied.
Additionally, the equilibrium price is generally said to be stable because at this price, the quantity of goods or services demanded is equal to the quantity of goods or services supplied to the consumers.
The duration of Security P based on the info given will be 11 years.
<h3>How to calculate the time?</h3>
From the information given, Security P is a preferred stock and Security Z is a zero coupon bond that has 11 years remaining until maturity.
Therefore, the duration will be:
= (1 + y)/y
= (1 + 0.1)/0.1
= 1.1/0.1
= 11 years
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