Answer:
Option (B) is correct.
Explanation:
Amount of which adjusting entry required:
= Amount of uncollectible accounts - Balance in Allowance for uncollectible accounts
= (Balance in accounts receivable × Estimated percentage of accounts receivable to be uncollectible) - Balance in Allowance for uncollectible accounts
= ($200,000 × 4%) - $2,000
= $8,000 - $2,000
= $6,000
Therefore, the adjusting entry is as follows:
Bad debt expense A/c Dr. $6,000
To Allowance for uncollectible accounts $6,000
(To record the bad debt expense)
Answer:
100 times per year
Explanation:
Data provided in the question:
Annual Demand , D = 320,000 boxes
Cost of storing one box, C = $10
Plant set up cost for production, c = $160
Now,
The optimal ordering quantity = 
or
The optimal ordering quantity = 
or
= 3200
Therefore,
Number of timer in year company produce boxes = 
= 
= 100 times per year
<em>The answer is </em><em>FALSE.</em><em>
</em>
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Answer: C. equal zero
Explanation:
The mean is average of the portfolio which means that some securities will be more than the mean and some will be less.
Some deviations will be positive, others will be negative.
When these deviations are added together, the negative deviations will cancel out the positive deviations which will lead to the average deviations being 0.
Answer:
The investor will prefer asset U. So the correct answer is option D
Explanation:
To choose between these stocks, we will calculate the coefficient of variation (CV) which is used to assess the risk per unit of expected return. As most people are risk averse, we assume that the investor is risk averse. We will calculate the CV for all three investments and the stock having lowest CV will be selected.
<u>Coefficient of Variation (CV)</u>
Coefficient of Variation = standard deviation / expected return
<u />
Asset Q = 5.5% / 6.5% = 0.846
Asset U = 5.5% / 8.8% = 0.625
Asset B = 6.5% / 8.8% = 0.738
Thus, asset U has the lowest CV and the investor =, being a risk averse, will prefer asset U.
