Answer:
$8.78
Explanation:
National advertising made dividend payment of $0.75 per share
The dividend is expected to grow at a constant rate of 6.50%
= 6.50/100
= 0.065
The company beta is 1.85
The required return on the market is 10.50%
The risk free rate is 4.50%
The first step is to calculate the rate of return using the CAMP model
R = Risk free rate+beta(market return-risk free rate)
= 4.50%+1.85(10.50%-4.50%)
= 4.50%+1.85×6%
= 4.50%+11.1
= 15.6
Required rate of return= 15.6
Therefore the current stock price can be calculated as follows
Po= Do(1+g)/(r-g)
Where Do= 0.75, g= 0.065, r= 15.6
Po= 0.75(1+0.065)/(0.156-0.065)
Po= 0.75(1.065)/0.091
Po= 0.7987/0.091
Po= $8.78
Hence the company current stock price is $8.78
Deadweight loss is a type of economic inefficiency when a good or service is not at its economic equilibrium (where supply equals demand). This loss may be experienced because of a tax or subsidy, or because of market power, such as a monopoly. Economists refer to deadweight loss when they want to show the negative effects of certain policy decisions that are less than optimal.
Answer:
The correct answer is letter "B": the independent variable.
Explanation:
Multiple regression is a mathematical model used concerning two or more variables when one value is to be used. The independent variable is the reason for the research, and the variables are dependent when they represent the value factors that need to be evaluated and are why the analysis is being carried out.
In the example,<em> the independent variable is the weight of the boxes</em> and <em>the dependent variables are the adjustable stabilizer settings of the rotary valve on the filling machine in three different production shifts</em>.
Answer:
variable-ratio
Explanation:
According to my research on studies conducted by various psychologists, I can say that based on the information provided within the question the type of schedule being used is called variable-ratio schedule. This refers to when a response is reinforced after a completely random amount of responses. Since positive results from gambling are completely random, this type of scheduling is mostly used in these situations.
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