What is broad averaging, and what consequences can it have on costs? Broad averaging is when a company or organization spreads the cost of resources across different objects to help the individual products or services stay equal. When a company does this they are assigning the costs of resources uniformly to cost objects. Broad averaging directly relates to costs because they can mislead an organizations data reports by spreading out the costs inappropriately. <span>
</span>
Answer:
I. Identify what is the problem
II. Acquire the data
III. Develop the model
IV. Implement the Model.
V. Do the results look right.
Explanation:
The problem-solving process can be defined as the systematic approach used to identify and determine the solution to a particular problem.
The steps involved in the problem-solving process are;
1. Identify and define the problem: this is the first step to be taken in solving a problem. This is to ensure that, the focus is on the main issue or situation and all efforts is channeled in the right direction rather than the symptoms.
2. Gathering of information: this helps to consider the options available in solving a problem effectively.
3. Consider your options: this helps to compare the available and viable solutions to the problem.
4. Weigh disadvantages and evaluate a solution: you weigh the disadvantages of each solution, before choosing the one with the least disadvantages.
Hence, the fundamental steps of the problem solving process in the correct order are;
I. Identify what is the problem
II. Acquire the data
III. Develop the model
IV. Implement the Model.
V. Do the results look right.
Answer:
Output; Is
In a(n) <u>output</u> contract, the seller guarantees to sell 100 percent of its goods to one buyer, and the buyer agrees to accept the entire quantity. In a(n) contract, the buyer agrees to purchase 100 percent of its goods from one seller. These kinds of contracts <u>is</u> enforceable under the UCC.
The phase that comes after the trough and before the peak is called expansion
Answer:
$463.67 million
Explanation:
The computation of the expected terminal enterprise value is shown below:
Terminal Enterprise value is
= Free cash flow × (1 + growth rate) ÷ (Weighted average cost of capital - growth rate)
= $26 million × (1.07) ÷ (0.13 - 0.07 )
= $27.82 million ÷ 0.06
= $463.67 million
We simply applied the above formula to determine the expected terminal value
