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poizon [28]
3 years ago
7

A stock dividend ______. (Check all that apply.) Multiple select question. causes retained earnings to decrease. increases a sto

ckholders' percentage ownership in the corporation. causes total stockholders' equity to decrease. distributes additional shares of stock to existing stockholders on a pro rata basis.
Business
1 answer:
vivado [14]3 years ago
3 0

Based on the stock market analysis and considering the available options, a stock dividend causes <u>retained earnings to decrease.</u>

Also, a stock dividend is known to <u>distribute additional shares of stock to existing stockholders on a pro-rata basis</u>.

A stock dividend is generally a dividend given to shareholders instead of money. It helps the company to give back to shareholders without affecting the company's cash assets.

Hence, in this case, it is concluded that the correct answer is options A and D.

Learn more about stock dividends here:brainly.com/question/373419

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Jennifer is leasing a car from a local auto retailer. The terms of the lease include a 9% interest rate for 36 months with a res
spin [16.1K]

Jennifer’s monthly lease payment is $312. 06, if the lease contains a 9% interest rate for 36 months with a residual value of 57%.

<h3>What is a lease?</h3>

A lease is a contract drafting the phrases under which one party decides to rent property owned by another party.

<u />

<u>Computation of</u><u> monthly lease payment</u><u>:</u>

According to the given information,

Residual Value:

\text{Residual Value}= \text{MSRP}\times \text{Residual Value Rate}\\\\\text{Residual Value}=\$17,500\times 57\%\\\\\text{Residual Value}=\$9,975

Car Value:

\text{Car Value}=\text{MSRP}- \text{Residual Value}\\\\\text{Car Value}=\$17,500-\$9,975\\\\\text{Car Value}= \$7,525

Monthly lease Payment:

\text{Monthly lease Payment}=\dfrac{\text{Car Value}}{\text{Number of Months}}\\\\\text{Monthly lease Payment}=\dfrac{\$7,525}{36}\\\\\text{Monthly lease Payment}=\$209.03

Interest :

\text{Interest}=\text{MSRP+Residual Value}\times {0.00375} \\\\\text{Interest}=\$17,500+\$9,975\times0.00375\\\\\text{Interest}= \$103.03

Therefore,  monthly lease payment:

\$209.03+\$103.03= \$312.06

Therefore, option D is correct.

Learn more about the lease, refer to:

brainly.com/question/15827905

3 0
2 years ago
Concept says that all transporting, storing, and product-handling activities of a business and a channel system should be though
trapecia [35]
Ok but what is your question
4 0
3 years ago
True or false: If the steps in a step-variable cost behavior pattern are large, the step-variable cost function may be approxima
Hitman42 [59]

The statement in the question is : FALSE

<h3>What is a step-variable cost ?</h3>

A step variable cost is a type of cost that varies with the level of activity, but is incurred at discrete points and it involves large changes. Hence If the steps in a step-variable cost behavior pattern are large, the step variable cost function cannot be approximated by a variable cost function without loss in accuracy because  the variable cost behavior pattern is directly proportional to the variable cost function.

Hence we can conclude that The statement in the question is : FALSE

Learn more about step-variable cost : brainly.com/question/17061986

#SPJ1

6 0
2 years ago
Katz is an all-equity development company that has 52,000 shares of stock outstanding at a market price of $32 a share. The firm
PolarNik [594]

Answer:

Explanation:

Share repurchased = 176,000/ 32 = 5,500

Value of Equity = (52,000 - 5,500) x 32 = 1,488,000

Value of debt = 176,000

Debt Ratio = 176,000/ (176,000 + 1,488,000) = .10576

Leslie needs to reduce its investment in the firm by 10.576%

Leslie will sold stocks = .10576 x 500 = 53 shares

Therefore, Leslie need to Sell 53 shares and loan out the proceeds.

8 0
3 years ago
Suppose that the risk-free rates in the United States and in Canada are 5% and 3%, respectively. The spot exchange rate between
Yuri [45]

Answer:

The futures price of the C$ should be 0.82/C$.

Explanation:

Let:

rUS = Risk-free rates in the United States = 5%

rC = Risk-free rates in Canada = 3%

S = Spot exchange rate = $0.80/C$

Since the rUS is greater than rC, we have:

Future price of C$ = S + ((rUS -rC) * S) = 0.80 + ((5% - 3%) * 0.80) = 0.80 + (2% * 0.80) = 0.80 + 0.016 = 0.816, or 0.82

Therefore, the futures price of the C$ should be 0.82/C$.

4 0
3 years ago
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