Answer:
$16,667
Explanation:
Given that
Cash flows = $1,000
Growth rate = 6%
Interest rate = 12%
So by considering the above information, the amount would be
Amount = Cash flows ÷ (Interest rate - growth rate)
= $1,000 ÷ (12% - 6%)
= $16,667
We simply applied the above formula so that the amount could come by considering the given information
Answer:
a) Intelligence
Explanation:
Intelligence phase is the first phase in decision making process. It basically attempts to first identify what problems do the organization faces. What are the relevant opportunities for the organisation.
Performing the basic SWOT analysis is the basic aim of this stage. Though it is not the complete SWOT analysis. But it identifies the opportunities, the data is collected then, and then the possible problems and hindrance are identified.
Answer:
Option A, buy less of X and more of Y is correct.
Explanation:
The amount that Mr. Rational is going to spend = $27
Quantity of good X = 5 units
Price of good X (Px) = $3 per unit
Marginal utility of 5th unit of X (MUx) = 30
Quantity of good Y = 6 units
Price of good Y (Py) = $2 per unit
Marginal utility of 6th unit of Y (MUy) = 18



So good x will be substituted for y in order to reach the consumer equilibrium.

Thus, Option a. buy less of X and more of Y is correct.
Answer:
18 minutes.
Explanation:
The standard deviation for the call time is 50 minutes while the average call duration is 25 minutes. The caller has to wait for sometime before the agent answers it because they have 4 agents who take up the calls from the clients. A call arrives every 20 minutes with a standard deviation of 20 minutes. In the given scenario the waiting time can be calculated using the formula below:
t = ( Ф * standard deviation + average call duration * standard deviation )
Solving the equation we get 18 minutes.
Answer: option C. side-effect
Externality is an economic term, used to refer the damage or benefit that an individual or community experience, due to the activity of other agents who are pursuing other objective.
For example, when a enterprise burns fuel to produce energy, the increase of CO2 is an externality.