Answer and Explanation:
The calculation of the adjusted price that could use for these two comps in a CMA is given below:
For Comp property A, the value of the garage should be
= $452,500 + $4,500
= $457,000
And, for comp property B, the value of the pool should be
= $446,000 + $5,000
= $451,000
In this way, it should be considered
The days in inventory for valley markets is 114
<h3>How to calculate the days in inventory for valley markets ?</h3>
Valley markets has an inventory turnover of 3.2
The capital intensity ratio is 1.9
There are 365 days in a year, the days in inventory for valley markets can be calculated as follows
= 366/3.2
= 114
Hence the days in inventory for valley markets is 114
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Answer:
$1,600
Explanation:
Best deals incorporation has a total of 10 units in the ending merchandise inventory on December 31
The units were bought in the month of November at a price of $160 for each unit
The replacement cost of the item is $162
Inventory is always recorded when the cost is low
Therefore, the amount that is to be reported as the merchandise inventory can be calculated as follows
=10 units × $160
= $1,600
Hence the amount reported as the merchandise inventory on the balance sheet is $1,600
Answer:
Letter E is correct. <em>Their share of the cost is hig</em>h.
Explanation:
Price sensitivity is characterized by consumer behavior in relation to the price of a product or service.
The degree of price sensitivity can be measured using the price elasticity of demand, which is the study of the percentage change in the amount of demand for a good or service divided by the percentage change in price.
Some variables may affect consumer behavior, price sensitivity may be higher when there are many substitute products and lower when the consumer values a higher quality good and <u>when its profitability is higher compared to the total cost of the product.
</u>
Answer: The actual rate of the mortgage is 5.27%.
Since we're taking two mortgages for a total of $200,000 for 30 years, we can find the actual rate of the mortgage by finding the weighted average of the two rates. The weights in this case will be the proportion of loan taken at each rate
We have
Rates Weights Rates * Weights
4.15 0.80 
9.75 0.20 
Total 5.27%
