Answer:
the beta of the second stock is 1.77
Explanation:
The beta of the second stock is shown below;
Investment in each = (1 ÷ 3)
Now as we know that
Portfolio beta = Respective investments × Respective weights
1 = (1 ÷ 3 × 1.23) + (1 ÷ 3 × beta of the second stock) + (1 ÷ 3 × 0)
We assume the Beta of risk-free assets would be zero
1 = 0.41 + (1 ÷ 3 × beta of the second stock)
The beta of the second stock is
= (1 - 0.41) × 3
= 1.77
Hence, the beta of the second stock is 1.77
Answer:
$546,750
Explanation:
Sales 2,498,000
COGS (1,376,000)
gross profit 1, 112,000
S&A salaries (219,000)
other S&A (346,000)
underapplied MO (10,250) *
net income 536.750
*we need to compare the actual voerhead with the applied overhead:
<u>actual overhead:</u> 176,000 + 420,000 = 596,000
<u>applied overhead:</u>
overhead rate:

568,000 / 32,000 = 17.75
33,000 x 17.75 = 585.750
overhead
<u>debit credit</u>
596,000 585,750
10,250 underapplied overhead
As the applied was lower it is underapplied we need to recognzie more cot thus, the net income decrease.
Answer:
The correct answer is letter "D": does not require estimates of bad debt losses.
Explanation:
There are mainly two approaches while recognizing bad debts (unpaid debts): <em>the allowance method </em>and <em>the direct write-off method</em>. Using the allowance method the unpaid account receivable goes through a series of stages until it is recognized as a bad debt. There are no set criteria to do so. When the firm eventually recognizes and calculates the amount of a bad expense, it is recorded in an allowance account. The negative balance diminishes the company's revenue.
The direct write-off method does not generate any allowance account. The account receivable is simply written-off after the company determines the debt as uncollectible. Thus, there is no need to estimate bad debt losses using this approach.
Answer:
$80
Explanation:
The computation of the price of preferred stock to sell is shown below:
Cost of preferred stock = Annual dividend ÷ required return on the preferred stock
= $5 ÷ 6.25%
= $80
Simply we divide the annual dividend by the required return on the preferred stock so that the correct price of preferred stock to sell can be computed