Answer:
12.5%
Explanation:
expected return = 20.70%
risk-free rate of return is 8.40%
beta of on factor 1 = 1.2
risk premium on the factor 1 = 4.00%
beta of on factor 2 = 0.6
risk premium on factor 2 = x (unknown)
To calculate for the risk premium on factor 2, we use this formula
expected return= (beta of on factor 1 × premium on the factor 1) + (beta of on factor 2 × premium on the factor 2) + risk-free rate of return
20.70% = (1.2 × 4%) + (0.6 x) + 8.40%
0.207 = 0.048 + 0.6x + 0.084
0.207 = 0.132 + 0.6x
0.6x = 0.075
x = 0.125
=12.5%
Answer: Demonstration
Explanation:
informational presentation typically occurs in organizations and it's when information are being presented to the audience.
Since Frank will walks a focus group through the steps that are involved in setting up and using the platform, then the type of informative presentation that Frank is giving is demonstration.
Answer:
It will take 11.7 years to reach the objective
Explanation:
Giving the following information:
PV= $4,100
FV= $5,500
i= 0.0063
n= ?
To calculate the time required to reach the future value, we need to use the following formula:
n= ln(FV/PV) / ln(1+i)
n= ln(5,500/4,100) / ln(1.0063)
n= 46.78
in years= 46.78/4= 11.70
It will take 11.7 years to reach the objective
Answer:
119 customers per day
Explanation:
The computation of the needed capacity requirement is shown below:
But before that first we have to determine the utilization rate which is
As we know that
Cushion rate = 100% - average utilization rate
25% = 100% - average utilization rate
So, the average utilization rate is 75%
Now the needed capacity requirement is
Utilization rate = Average output rate ÷ Maximum capacity × 100
75% = 89 ÷ Maximum capacity × 100
So, the maximum capacity is 119 customers per day
Answer:
Baker Industries manufactures two products: A and B. The company predicts a sales volume of 10,000 units for product A and ending finished-goods inventory of 2,000 units. These numbers for product B are 12,000 and 3,000, respectively. Bacon currently has 7,000 units of A in inventory and 9,000 units
Explanation:
It is currently the only firm in the market, and it earns $10 million per year by charging the monopoly price of $115 per chip. Baker is concerned that a new firm might soon attempt to clone its product. If successful, this would reduce Baker’s profit to $4 million per year. Estimates indicate that, if Baker increases its output to 280,000