The relationship between risk and expected return serves to allocate capital in a market. Investors want to maximize return for a given level of risk, so capital flows to its most efficient use.
There is a positive correlation between the level of risk taken and the level of return expected. The greater the risk, the greater the expected return and the greater the likelihood of suffering a large loss.
The relationship between risk and expected return is called the risk-return relationship. This is a positive relationship because the more risk you take, the higher the required return that most people demand. Risk aversion describes a positive risk-reward ratio.
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Suppliers will keep raising prices as long as there is excess demand, & quantity demanded exceeds the quantity supplied. Hopes this helps
Answer:
$10.42
Explanation:
The computation of the intrinsic value of this preferred stock using the DDM method is shown below:
= Annual dividend ÷ required rate of return
where,
The Annual dividend is $1.25
And, the required rate of return is 12%
Now placing these values to the above formula,
So, the intrinsic value of the preferred stock is
= $1.25 ÷ 0.12
= $10.42
Hence, the second option is correct
Answer:
$9.7408
Explanation:
For computing the current stock price, first we have to determine the cost of equity which is shown below:
In this question, we apply the Capital Asset Pricing Model (CAPM) formula which is shown below
Cost of equity = Risk-free rate of return + Beta × (Market rate of return - Risk-free rate of return)
= 4.5% + 1.70 × (10.50% - 4.5%)
= 4.5% + 1.70 × 6%
= 4.5% + 10.2%
= 14.7%
Now the current stock price would be
Cost of equity = Next year dividend ÷ current stock price + growth rate
14.7% = $0.79875 ÷ current stock price + 6.5%
14.7% - 6.5% = $0.79875 ÷ current stock price
8.2% = $0.79875 ÷ current stock price
So, the current stock price would be
= $9.7408