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Ira Lisetskai [31]
2 years ago
10

At December 31, 2019, Skysong Corporation had the following stock outstanding. 10% cumulative preferred stock, $100 par, 108,966

shares $10,896,600 Common stock, $5 par, 4,044,060 shares 20,220,300 During 2020, Skysong did not issue any additional common stock. The following also occurred during 2020. Income from continuing operations before taxes $22,887,900 Discontinued operations (loss before taxes) $3,284,900 Preferred dividends declared $1,089,660 Common dividends declared $2,204,300 Effective tax rate 35 %
Compute earnings per share data as it should appear in the 2020 income statement of Skysong Corporation. (Round answers to 2 decimal places, e.g. 1.48.)
Business
1 answer:
Fittoniya [83]2 years ago
5 0

Answer:

Earnings per share from continuing operations is $3.41 per share.

Earnings per share from discontinued operations is -$0.53 per share.

Explanation:

The earnings per share data can be computed by preparing a partial income statment as follows:

Skysong Corporation

Income Statement (Partial)

As at December 31, 2019

<u>Particulars                                                                            Amount ($)   </u>

<u>Continuing operations</u>

Income from continuing operations before taxes           22,887,900

Taxes on continuing operations (22,887,900 * 35%)    <u>   (8,010,765)  </u>

Income from continuing operations after taxes                14,877,135

Preferred dividends declared                                        <u>   (1,089,660)  </u>

Income from continuing operations after pref. div.        <u>   13,787,475 </u>

<u>Discontinued operations</u>

Discontinued operations (loss before taxes)                    (3,284,900)  

Tax benefit on discontinued oper. (3,284,900 * 35%)      <u>    1,149,715  </u>

Discontinued operations (loss after taxes)                    <u>     (2,135,185) </u>

<u>Earnings per share:</u>

Continuing operations  (13,787,475 / 4,044,060)                      3.41

Discontinued operations (2,135,185 / 4,044,060)                    (0.53)

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Expected Rate of Return = [Risk free Rate + Beta × (Market Risk - Risk free Rate)]

Beta = [Expected Rate of Return – Risk Free Rate] / [Market Risk - Risk free Rate]

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Therefore the volatility is higher than the expected return of Amazon.

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