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2 years ago

Beginning inventory, purchases and sales data for tennis rackets are as follows:

Business

1 answer:

IRISSAK [1]2 years ago

4 0

Answer:

Cost of goods sold = $836

Ending inventory = $315

Explanation:

a) Data and Calculations:

Date Description Units Unit Price Balance

Apr. 1 Inventory 12 $45 $540

Apr. 11 Purchase 13 $47 $1,151 ($540 + 13 * $47)

Apr. 14 Sale (18) $100 $315 ($7 * $45)

Sales revenue = $1,800 ($100 * 18)

Cost of goods sold = $836 ($47 * 13 + $45 * 5)

Ending inventory = $315 ($7 * $45)

b) Under the LIFO (Last in, First out) inventory valuation method, it is assumed that goods that were purchased closest to the selling date were the ones to be sold while those purchased earlier remain in inventory.

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Four basic steps are used in an abc system. list the proper order of these steps, which are currently scrambled below:

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First Identity the primary activities
Then goes select an allocation
Followed by calculating an activity
And finally allocate the costs

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3 years ago

Two investment advisers are comparing performance. One averaged a 19% return and the other a 16% return. However, the beta of th

pentagon [3]

Answer (A):

Need more data to select the better adviser

Explanation: 

Adviser A averaged 19% return on the investment which is more than that of Adviser B who averaged 16% return on investment. However, adviser A has a beta of 1.5 which is also greater than that of Adviser B who has a beta of 1. This means that adviser A made a more riskier investment and hence a higher average return on investment. We need more data to tell which adviser performed better in relation to each other.

Answer (B):

Investment Adviser B

Explanation:

$R_{f}$ = T-bill rate = 6%

$R_{m}$ = Market return = 14%

$R_{m} - R_{f}$ = Market risk premium = 14% - 6% = 8%

$ER_{a}$ = Average Return by Adviser A =19%

$\beta _{a}$ = Beta of Adviser A = 1.5

$ER_{b}$ = Average Return by Adviser B =16%

$\beta _{b}$ = Beta of Adviser B = 1

CAPM Equation is $ER_{i} = R_{f} +\beta (R_{m} - R_{f} ) +\alpha$

For Adviser A

$ER_{i}$ = 6 + 1.5 (14 - 6) = 18%

The expected average return for the investment is 18% which means that Adviser A over performed the market by 1 %

For Adviser B

$ER_{i}$ = 6 + 1 (14 - 6) = 14%

The expected average return for the investment is 14% which means that the Adviser B over performed the market by 2 %

Clearly, Adviser B performed better than Adviser A.

Answer (C):

Adviser B

Explanation:

In this part, the $R_{f} = 3 %$ and $R_{m} = 15%$

All else remains the same

We make similar calculation as in part B

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3 years ago

ABC Company has issued $20,000,000 of convertible bonds with a coupon of 5% and a current market value of 120. The conversion pr

olchik [2.2K]

Answer:

Explanation:

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3 years ago

Blossom Company has the following inventory data:

Debora [2.8K]

Answer:

Ending inventory= $916.2

Explanation:

Giving the following information:

Nov. 1 Inventory: 35 units $7.10 each

Nov. 8 Purchase: 142 units $7.60 each

Nov. 17 Purchase: 71 units $7.45 each

Nov. 25 Purchase: 106 units $7.80 each

Nov. 30 ending inventory: 118 units on hand. FIFO (first-in, first-out)

Ending inventory= 106*7.8+12*7.45= $916.2

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3 years ago

Which of the following statements is CORRECT?a. When diversifiable risk has been diversified away, the inherent risk that remain

densk [106]

Answer:

The SML relates a stock's required return to its market risk. The slope and intercept of this line cannot be controlled by the firms' managers, but managers can influence their firms' positions on the line by such actions as changing the firm's capital structure or the type of assets it employs.

Explanation: The SML can help to determine whether an investment product would offer a favorable expected return compared to its level of risk. The formula for plotting the SML is: Required Return = Risk-Free Rate of Return + Beta (Market Return - Risk-Free Rate of Return).

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3 years ago