Answer
The answer and procedures of the exercise are attached in the following image.
Explanation
Please consider the data provided by the exercise. If you have any question please write me back. All the exercises are solved in a single sheet with the formulas indications.
An inner tube for a swimming pool would be in high demand during the summer months, and in incredibly low demand in the winter months.
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:
Contribution margin= $960,000
Explanation:
Giving the following information:
Hinge Manufacturing's:
Cost of goods sold variable= $420,000
Cost of goods sold fixed= $240,000
The company's selling and administrative expenses are $300,000
variable and $360,000fixed.
If the company's sales are $1,680,000
Sales= 1680000
Variable cost of goods sold= 420000
Variable selling and administrative expenses=300000
Contribution margin= $960,000
Answer:
31.47%
Explanation:
Total investment = 4000 + 3000 +9000 = $16,000
% of investment in A = 4000/16000 = 25%
% of investment in B = 3000/16000 = 18.75%
% of investment in Asset beta and risk-free asset = 100% - 25% -18.75% = 56.25%
Let the % of investment in asset with beta of 1.74 is A, % of investment in risk free asset is B.
We have the following simultaneous equations:
0.9 = (0.25 x 1.47) + (0.1875 x 0.54) + (A x 1.74) + (B x 0)
A+B = 56.25%
From the first equation, we get A = 24.78%
--> B = 56.25% - 24.78% = 31.47%
*** Note: Portfolio beta is the weighted sum of individual asset betas, according to the proportions of the investments in the portfolio
*** Note: Beta of risk free asset is 0