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harkovskaia [24]
3 years ago
13

Splish Brothers Inc. has 9300 shares of 4%, $50 par value, cumulative preferred stock and 186000 shares of $1 par value common s

tock outstanding at December 31, 2017, and December 31, 2016. The board of directors declared and paid a $12900 dividend in 2016. In 2017, $64500 of dividends are declared and paid. What are the dividends received by the preferred stockholders in 2017?
Business
1 answer:
fiasKO [112]3 years ago
5 0

Answer:

The dividends received by the preferred stockholders in 2017 is $24,300

Explanation:

The computation of the preferred stockholder dividend is shown below:

= Yearly dividend - dividend paid in 2016

where,

Yearly dividend = Number of shares × par value per share × rate

                          = 9,300 shares × $50 × 4%

                          = $18,600

And, the 2016 dividend is $12,900

Now put these values to the above formula  

So, the value would equal to

= $18,600 - $12,900

= $5,700

So, the total dividend would be

= Year end dividend + last year dividend

= $18,600 + $5,700

= $24,300

Out of the $64,500, the $24,300 will be distributed to the preference shareholders and the remaining amount $402,00 would be distributed to the common stockholders

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Using the following accounts and balances, prepare the "Stockholders’ Equity" section of the balance sheet using 20,000 shares o
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3 years ago
You are looking at a one-year loan of $12,000. The interest rate is quoted as 8.4 percent plus two points. A point on a loan is
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Answer a.

Effective Annual Rate of a loan is 8.92%

Answer b.

Effective Annual rate R is 12.27%

Answer is not affected by Loan amount as certain percentage of loan that is deducted as points.

Explanation:

Answer a  

Points deducted = 2 or 2%

April = 8.4%

Monthly rate (i)= 8.4%/12= 0.007

Months in a year = 12

Effective Annual Rate of a loan =( (1+(i/(1-points)))^months in year)-1

((1+(0.007/(1-2%)))^12)-1

=0.08916311096 or 8.92%

So Effective Annual Rate of loan is 8.92%

Answer b

quoted interest rate = 11.4%

Monthly rate (i)= 11.4%/12=0.0095

Months in year = 12

points deducted= 2 or 2%

EAR of loan =((1+(i/(1-points))) ^months in year)-1

((1+(0.0095/ (1-2%))) ^12)-1

=0.1227334817 or 12.27%

Answer is not affected by Loan amount as certain % of loan is deducted as points.

5 0
3 years ago
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