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Lemur [1.5K]
3 years ago
9

You consider buying a share of stock at a price of $21. The stock is expected to pay a dividend of $2.04 next year, and your adv

isory service tells you that you can expect to sell the stock in 1 year for $24. The stock's beta is 1.2, rf is 8%, and E[rm] = 16%. What is the stock's abnormal return?A. 1%
B. 2%
C. -1%
D. -2%
E. None of the above
Business
1 answer:
just olya [345]3 years ago
4 0

Answer:

E. None of the above

Explanation:

First we need to calculate the holding period return

Holding period return is the rate of return which an assets earns during the period in which it holds the assets.

Holding Period Return = (Selling Price - Initial Price + Dividend ) / Initial Price

Holding Period Return = ($24 - $21 + $2.04 ) / $21 = 0.24 = 24%

Now we need to calculate the expected return on the stock using CAPM formula as follow

Expected return = Risk free rate + Beta ( Market Risk Premium )

Expected return = rf + beta ( E(rm) )

Placing values in the formula

Expected return = 8% + 1.2 ( 16% )

Expected return = 27.2%

Abnormal return is the difference of Holding period return and expected return

Abnormal return = 27.2% - 24% = 3.2%

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Assuming that the federal reserve banks sell $40 million in government securities to commercial banks and the reserve ratio is 2
sdas [7]

The reserve requirement when the federal reserve banks sell $40 million in government securities to commercial banks is $8 million.

<h3>How to calculate the reserve requirement?</h3>

From the information given, the the federal reserve banks sell $40 million in government securities to commercial banks and the reserve ratio is 20 percent.

Therefore, the reserve requirement will be:

= 20% × $40 million

= $8 million.

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8 0
2 years ago
Bailand Company purchased a building for $148,000 that had an estimated residual value of $8,000 and an estimated service life o
baherus [9]

The  journal entries relating to the building for the fifth year is: Debit Depreciation expense  $10,500; Credit Accumulated depreciation $10,500.

<h3>Journal entries</h3>

1. Dec 31  

Debit Depreciation expense         $10,500

Credit Accumulated depreciation   $10,500

(To record depreciation expense )

Book value=$148,000-($148,000-$8,000/10×4)]

Book value=$148,000-$56,000

Book value=$92,000

Depreciation=$92,000-$8,000/8

Depreciation=$10,500

2. Dec 31  

Debit Depreciation expense $24,000

Credit Accumulated depreciation $24,000

[($92,000-$8,000)×6/21]

(To record depreciation expense)

3. Dec 31    

Debit Accumulated depreciation $3,200.00

[($8,000×4)/10]

Credit Retained earnings              $3,200.00

(To record prior year adjustment for depreciation expense)

Dec 31  

Debit  Depreciation expense         $10,000.00

Credit Accumulated depreciation             $10,000.00

[($148,000-$8,000)/10]

(To record depreciation expense)

Therefore the  journal entries relating to the building for the fifth year is: Debit Depreciation expense $10,500; Credit Accumulated depreciation   $10,500.

The complete question is:

Bailand Company purchased a building for $148,000 that had an estimated residual value of $8,000 and an estimated service life of 10 years. Bailand purchased the building 4 years ago and has used straight-line depreciation. At the beginning of the fifth year (before it records depreciation expense for the year), the following independent situations occur:

1. Bailand estimates that the asset has 8 years’ life remaining (for a total of 12 years).

2. Bailand changes to the sum-of-the-years’-digits method.

3. Bailand discovers that the estimated residual value has been ignored in the computation of depreciation expense.

Required: For each of the independent situations, prepare all the journal entries relating to the building for the fifth year. Ignore income taxes.

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5 0
2 years ago
Carl Carpenter buys a drill press. The price, including tax, is $725.00. He finances the drill press over 24 months after making
netineya [11]
First calculate the amount financed
Amount financed=725−50=675

The formula is
I=(2yc)/(m (n+1))
Solve for c to get
C=(I×m×(n+1))/2y
C=(0.14×675×(24+1))÷(2×12)=98.44

Total of payments=675+98.44=773.44

Monthly payment is
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Hope it helps!

7 0
3 years ago
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