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sasho [114]
1 year ago
8

Which of the following is not a concept related to explaining abnormal excess stock returns?A. January effect B. neglected-firm

effect C. P/E effect D. preferred stock effect
Business
1 answer:
Anastaziya [24]1 year ago
7 0

The preferred stock effect is not a notion that can be used to explain abnormally high excess stock returns.

<h3>What is the preferred stock?</h3>

The term "stock" refers to a company's ownership or equity. Common stock and preferred stock are the two forms of equity. Preferred investors are entitled to more dividends or asset distributions than common stockholders. The specifics of each preferred stock vary depending on the issuance.

When it comes to dividends, preferred stockholders have a preference over ordinary stockholders, which typically yield more than common shares and might be paid monthly or quarterly. These dividends can be fixed or determined by reference to a benchmark interest rate, such as the London Interbank Offered Rate.

To learn more about stock, click

brainly.com/question/28235296

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Hank owns a gym called Ultimate Fitness. During the past year, Hank sold some equipment and other assets to upgrade his facility
Troyanec [42]

Answer:

B) Loss of $200

Explanation:

gain/loss resulting from the exchange = total consideration received - asset's basis

  • assets's basis = $1,500 - $800 = $700
  • total consideration received = $400 + $100 (juicer machine) = $500

gain/loss resulting from the exchange = $500 - $700 = -$200

In this case, Hank can report a net loss resulting from the exchange since the consideration received in exchange for the elliptical trainer was lower than its book value.

6 0
3 years ago
To prepare for the construction of its new headquarters, Baker Co. purchased a 500-acre plot of land on August 5, Year 1. Baker
leonid [27]

Answer:

FASB ASC 835-20-15-8

Explanation:

This section explicitly states that in order for interests to qualify for interest capitalization, the assets purchased through the loan must be getting ready for its intended use. E.g. if you want to capitalize the interests on the land, you must carry out activities necessary to prepare it for its intended use. Or if you purchase a machinery, you must be installing it in order to get it ready to produce.

4 0
3 years ago
If the variable costs for a firm are $57, the fixed costs are $143, and the firm sells 40 units, what are the firm's average tot
Temka [501]

Answer:

$5

Explanation:

Average total cost = total costs / total output

Total costs = variable costs + fixed costs

So we plug the amounts into the formula:

Average total cost = 57 + 143 / 40

                               = 5

So the average total cost for this ferm (per unit of output) is $5

5 0
3 years ago
Starting on your 25th birthday, and continuing through your 60th birthday, you deposit 750 each year on your birthday into a ret
Tanya [424]

Answer:

9.09%

Explanation:

With the payment for first term with interest rate for 5%. we choose to set up problem as ordinary annuity, then we should use 36 rent periods because term would start at one period before first deposit.

We have      formula with resulting equation to find out future value of first annuity, that gives a value of an annuity on his 60th      birthday:

Formula is as under

S = R((1 + i)^n – 1) / i  

putting values we get

= $750((1 + 0.05)^36 – 1) / 0.05

S = $71,887.24

Because value of S is located Fred’s 65th birthday, now you can use such value as present value of fund compounded for Five years. Future value of these fund, will later be equated to present value of annuity-due, is given by following equation:

S = P(1 + j)^n   where i=j and n=5 so…

S = $718,772.42(1 + j)^5

Now you calculate present value of annuity-due & equate it to equation just give.For annuity-due, went as rent payments of $5,800 each with effective interest rate of 4%. Because this payments occur each month & annuity-due lasts for 25 years, you have (25*12) periods= 300 periods. Further, You must calculate new interest rate, given by following equation:

 (1 + .04)^1 = (1 + i(12)/12)^12     Therefore… i(12)/12 = 0.00327

Now calculate present value of annuity-due:

P = R(1 + i)(1 – (1 + i)^-n)

P = $5800(1 + .00327)(1 – (1 + .00327)^300) / .00327

 P = $1,111,979.

Finally, equate earlier equation with the new present value:

$1,111,979.84 = $718,772.42(1 + j)^5

Therefore j = 9.09%

8 0
3 years ago
Your auto insurance policy has a $200 monthly premium and $700 deductible. What is the maximum amount you will have to pay out-o
N76 [4]

When you take out an insurance policy your monthly premium is the amount you pay each month to keep your insurance. In this case, the $200 a month premium allows you to file a claim if something were to happen because you are paying for the insurance services. When you set up your premiums they will base your monthly service rates off of your deductible amount if you need to file a claim. The out-of-pocket for a car accident with a deductible of $700 is $700. Once the deductible is paid, the insurance will pay out for the damage.

6 0
3 years ago
Read 2 more answers
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