Answer:
Economic models often vary greatly in assumptions and simplifications.
Explanation:
Most models in Classical Economics are based on a lot of generalizations and simplifications, that intend to model the behavior of the situations of the real world but often fail to encompass all the intricacies and complications that even most straightforward situations present. These simplifications help the Economists figure out the mathematical laws that are governing the real world economic systems. Therefore making the economic modeling a simpler process.
Classic economics implies three basic assumptions:
1- People behave rationally in any situation.
2- Firms and individual want to maximize profit and utility
3- People act independently based on available information.
Answer:
e. 10.77 percent
Explanation:
The computation of the cost of preferred stock is shown below:
Cost of preferred stock = Annual dividend paid ÷ Price of preferred stock per share
= 0.07 × $100 ÷ $65
= 10.77%
Simply we divide the annual dividend after considering the par value per share by the price of preferred stock per share so that the correct cost of preferred stock can be computed
Answer:
more than
earn interest
discount cash flow (DCF)
Explanation:
The concept of future value represents the amount that a lump sum or series of cash flows will achieve after a given period when compounded at an interest rate. This means that a dollar in hand today is worth more than a dollar to be received since it can be applied to earn interest.
The time value of money, which allows us to evaluate different investments, is also known as discount cash flow (DCF).
Answer: The effective annual rate (EAR) is<u><em> the interest rate that would earn the same interest with annual compounding.</em></u>
The Effective Annual Rate (EAR) is know as the interest rate earned on a subject/asset or remunerated on a borrowing as a consequence of compounding interest over period of time.
The formula to compute effective annual rate is as follow:
![Effective Annual Rate = [1 + \frac{interest rate}{compounding periods}]^{time periods} - 1](https://tex.z-dn.net/?f=Effective%20Annual%20Rate%20%3D%20%5B1%20%2B%20%5Cfrac%7Binterest%20rate%7D%7Bcompounding%20periods%7D%5D%5E%7Btime%20periods%7D%20-%201)
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<u><em>∴ Option (c) is correct.</em></u>
