Answer:
Model Y
Explanation:
Calculation for the which model is the most profitable to produce
Using this formula
Most profitable to produce=Selling price-Direct materials-Direct labor-Variable support costs
Let plug in the formula
Model X $52 - $8 - $16- $5 = $23
Model Y $60 - $8- $16 - $10 = $26 Most profitable
Model Z $74- $8 - $33 - $10 = $24
Therefore the model that is the most profitable to produce is MODEL Y because it has the highest amount of $26
The answer is sociocultural dimension. This dimension is
being defined as somewhat the individual all access to progress, completion and
even obstacles in which is one way of putting importance to it as this shows an
individual’s way of encompassing factors that may go in his or her way.
Home of pets !!!
Hope it works!!!
Answer: Global segmentation
Explanation:
The global segmentation is one of the type of process in which the consumers or users are get grouped on the basis of their similar needs and the requirements.
In the global segmentation process we categorized the or divide the various types of customers into the different types of groups according to their specific interest related to the products and the services in the market.
The following are some benefits of the global segmentation are as follows:
- Providing various types of market opportunities
- Better usage of the resources
- Profitability
Therefore, Global segmentation is the correct answer.
Answer:
$368,000
Explanation:
In order to appraise the property using the capitalization approach, we must first determine a net cash flow:
net cash flow = $48,000 - $3,600 - $15,000 = $29,400
Now we calculate the property value using the perpetuity formula:
property value = net cash flow / capitalization rate = $29,400 / 8% = $367,500 which we must round up to $368,000
A property is being appraised using the income capitalization approach. Annually, it has an estimated gross income of $48,000, vacancy and credit losses of $3,600, and operating expenses of $15,000. Using a capitalization rate of 8%, what is the property's value (rounded up to the nearest $1,000)?
