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Nichols, Inc. has 1,000 shares of 4%, $100 par value, cumulative preferred stock and 75,000 shares of $1 par value common stock outstanding at December 31 of the current year and has declared a dividend for the year. What is the annual dividend that will be paid to the preferred stockholders

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Answer: $20,000

Explanation:

The dividends due to preferred stock are fixed and quoted on the preference shares.

The above shares are to get 4% of their par value in dividends.

= (4% * 100) * 5,000 shares

= $20,000

A yearly dividend is a the price paid per share of funds by the firm to its stockholders.

The yearly dividend that will be paid to the elected stockholders will be $20,000

  • It can be determined by using the formula:

[tex]= \text{Monthly Shares} \times \text{Number of payments per year}[/tex]

  • The above shares are to get 4% of their par price in interests:

[tex]= (4\% \times 100) \times 5,000 \; \text{shares}[/tex]

= $20,000

Therefore, $20,000 will be paid to the stockholders.

To learn more about the annual dividend follow the link:

https://brainly.com/question/18687546

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