Income Statement :- EPS Flashcards
Potentially Dilutive Securities
These securities include stock options,warrants,convertible debt and convertible preferred stock
Dilutive Securities
Those securities that would decrease EPS if exercised and converted to common stock
Antidilutive Securities
Those securities that would increase EPS if exercised and converted to common stock
Simple Capital Structure
A capital structure that contains no potentially dilutive securities. This structure contains only common stock,non convertible debt and non convertible preferred stock
Complex Capital Structure
Complex Structure contain potentially dilutive securities such as options,warrants or convertible securities
Weighted Average No of Shares Out Standing
Each share issue is weighted by the portion of the year it was outstanding . Stock splits and stock dividends are applied retroactively to the beginning of the year so old share are converted to new shares for consistency
Dilutive EPS :- Convertible Debt
Dilutive EPS :- Convertible Debt
Dilutive EPS :- Convertible Debt
Dilutive EPS :- Stock Option
Diluted EPS
= Net Income - Preferred Dividend
/
Weighted Average Shares + Shares Issuable from Stock Options
Dilutive EPS :- Stock Option Question
Dilutive EPS :- Stock Option Question
Treasury Stock Method
Options and warrants are dilutive whenever the exercise price is less than the average stock price over the reporting period
The treasury stock method assumes that the hypothetical funds received by the company from the exercise of options or warrants are used to purchase shares of the company’s common stock at the average market price over the reporting period
Treasury Stock Method :- Example
Stock Options
Diluted EPS= Net Income - Preferred Dividend/ Weighted Average Shares + Shares Issuable from Stock Options
Stock Options
Convertible Preferred Stock
Convertible Preferred Stock Question
Convertible Preferred Stock Question
During 2004, Covax Corp. reported net income of $2.4 million and 2 million shares of common stock. Covax paid cash dividends of $14,000 to its preferred shareholders and $30,000 to its common shareholders. In 2004, Covax issued 900, $1,000 par, 5.5 percent bonds for $900,000. Each bond is convertible to 50 shares of common stock. Assume the tax rate is 40%. Compute Covax’s basic and diluted EPS.
Basic EPS Diluted EPS
$1.19 $1.18
$1.19 $1.22
$1.22 $1.22
2004 Basic EPS: 2,400,000-14000/2000000 = 1.19
2004 Diluted EPS: 2,400,000-14000 + 49500 (1-0.4) divided by 2,000,000 + 45000 = 1.18
Selected information from Able Company’s financial activities is as follows:
Net Income was $720,000.
1,000,000 shares of common stock were outstanding on January 1.
1,000 shares of 8%, $1,000 par value preferred shares were outstanding on January 1.
The tax rate was 40%.
The average market price per share for the year was $20.
6,000 shares of 3%, $500 par value preferred shares, convertible into common shares at a rate of 40 common shares for each preferred share, were outstanding for the entire year.
Able’s basic and diluted earnings per share (EPS) are closest to:
Basic EPS Diluted EPS
$0.55 $0.55
$0.55 $0.52
$0.64 $0.64
Able’s basic earnings per share ((Net Income − Preferred Stock Dividends) / weighted average shares outstanding) for 2004 was [($720,000 − ($500 × 6,000 × 0.03) − ($1,000 × 1,000 × 0.08)] / 1,000,000 = $0.55. If the convertible preferred were converted to common stock on January 1, 6,000 × 40 = 240,000 additional shares would have been issued. Also, dividends on the convertible preferred would not have been paid.
So diluted EPS was ($720,000 − 80,000) / (1,000,000 + 240,000) = $0.52.
Lawson, Inc.’s net income for the year was $1,060,000 with 420,000 shares outstanding. Lawson has 2,000 shares of 8%, $1,000 par value convertible preferred stock that were outstanding the entire year. Each share of preferred is convertible into 50 shares of common stock. Lawson’s diluted earnings per share are closest to:
A)$2.04.
B)$1.94.
C)$2.14.
Lawson’s basic EPS ((net income – preferred dividends) / weighted average common shares outstanding) is ($1,060,000 – (2,000 × $1,000 × 0.08)) / 420,000 = $2.14. To calculate diluted EPS the convertible preferred shares are presumed to have been converted, the preferred dividends paid are added back to the numerator of the EPS equation, and the additional common shares are added to the denominator of the equation. Lawson’s diluted EPS is $1,060,000 / (420,000 + 100,000) = $2.04.
The equation for Basic EPS (net income – preferred dividends / weighted average number of common shares outstanding) does not include the number of preferred shares outstanding, because the objective is to determine the earnings available to the common shareholder.
For an organization with a simple capital structure, the computation of earnings per share is least likely to consider:
A)net income.
B)the weighted average number of common shares outstanding.
C)the weighted average number of preferred shares outstanding.
The equation for Basic EPS (net income – preferred dividends / weighted average number of common shares outstanding) does not include the number of preferred shares outstanding, because the objective is to determine the earnings available to the common shareholder.
Savannah Corp.’s financial accounts for the year ended December 31 included the following information:
Net Income: $122,000
Preferred Stock Dividends Paid: $35,000
Common Stock Dividends Paid: $42,000
Common Shares outstanding at January 1: 50,000
10% preferred $100 par value shares outstanding at January 1: 3,500
No stock transactions occurred during the year and all preferred stock dividends were paid. Basic earnings per share for Savannah are closest to:
A)$0.90.
B)$2.44.
C)$1.74.
Savannah Corp.’s basic EPS ((net income – preferred dividends) / weighted average number of common shares outstanding) was (($122,000 − $35,000) / $50,000 =) $1.74.
Oregon Corp.’s stock transactions during the year were as follows:
January 1: 320,000 shares outstanding.
April 1: 1-for-2 reverse stock split occurred.
July 1: Acquisition of Smith, Inc. in exchange for issuance of 60,000 shares.
October 1: 30,000 shares issued for cash.
What is Oregon’s weighted average number of shares outstanding?
A)167,500.
B)250,000.
C)197,500.
The January 1 balance is adjusted retroactively for the reverse stock split and 320,000 / 2 = 160,000 shares are treated as outstanding from January 1. Issuance of stock is included from the date of issuance. The weighted average shares are computed by multiplying the share amounts by the number of months the shares were outstanding, then adding these amounts and dividing the sum by 12.
January 1:initial shares
160,000 × 12 =1,920,000
July 1:Smith acquisition
60,000 × 6 =360,000
October 1:cash issuance 30,000 × 3 =90,000
Total:2,370,000
Oregon’s weighted average shares = 2,370,000 / 12 = 197,500.
Sampson Corp. had 500,000 shares of common stock outstanding at the beginning of the year. The average market price was $20.
On April 1, Sampson issued 100,000 shares of $1000 par value 10 percent preferred stock.
On July 1, Sampson issued 200,000 warrants to purchase 10 shares of common stock each at $22 per share.
On October 1, Sampson repurchased 60,000 of common stock as treasury stock for $15 per share.
The weighted average common shares outstanding Sampson should use to compute basic earnings per share (EPS) was:
A)515,000.
B)485,000.
C)600,000.
Oregon’s weighted average shares = 2,370,000 / 12 = 197,500.
Only the October 1 transaction affects the weighted average common shares outstanding because the April 1 transaction would not affect the number of shares outstanding and the July 1 transaction involves warrants which would not be included in the basic EPS calculation. The computation for basic EPS is [(500,000 × 12) − (60,000 × 3)] / 12 = 485,000.
Which of the following securities would least likely be found in a simple capital structure?
A)6%, $5000 par value putable bond.
B)3%, $100 par value convertible preferred.
C)7%, $100 par value non convertible preferred.
A simple capital structure contains no potentially dilutive securities such as stock options, warrants, or convertible preferred stock.
A complex capital structure, for purposes of determining disclosure of diluted Earnings Per Share, is distinguished from a simple capital structure by the:
A)company’s use of debt to finance its operations.
B)company having issued warrants, convertible securities, or options.
C)company having preferred stock outstanding.
A complex structure contains potentially dilutive securities such as options warrants or convertible securities. Where as simple capital structures contain no potentially dilutive securities and contains only common stock and non-convertible securities.
Bluff, Inc.’s stock transactions during the year were as follows:
January 1 90,000 common shares outstanding.
April 1 20% stock dividend is declared and issued.
October 1 10,000 shares are reacquired as treasury stock.
What is Bluff’s weighted average number of shares outstanding during the year?
A)105,500.
B)98,000.
C)101,000.
Initial shares: 90,000 × 1.20 =108,000
Reacquired treasury shares: 10,000 × 3/12 = –2,500
Total = 105,500
Juniper Corp’s stock transactions during the year 20X4 were as follows:
January 1 540,000 shares issued and outstanding
March 1 50 percent stock dividend
July 1 180,000 treasury shares reacquired
October 1 60,000 treasury shares reissued
When computing for earnings per share (EPS) computation purposes, what was Juniper’s weighted average number of shares outstanding during 20X4?
A)735,000.
B)930,000.
C)870,000.
Which type of a capital structure contains no dilutive securities?
A)Basic.
B)Simple.
C)Complex.
A simple capital structure contains no potentially dilutive securities such as stock options, warrants, or convertible preferred stock.
A)
A firm with a capital structure consisting of only common stock and non-convertible bonds is said to have a:
A)non-diluted capital structure.
B)simple capital structure.
C)straight capital structure.
A complex structure contains potentially dilutive securities such as options warrants or convertible securities. Where as simple capital structures contain no potentially dilutive securities and contains only common stock and non-convertible securities.
A complex capital structure would typically contain:
A)convertible bonds.
B)variable rate notes.
C)bank notes.
A complex structure contains potentially dilutive securities such as options warrants or convertible securities.
Where as simple capital structures contain no potentially dilutive securities and contains only common stock and non-convertible securities.
The SSP Company had 5 million shares outstanding on January 1. On February 15 the board of directors approved a 3:2 stock split, effective April 1. What is the weighted average number of shares outstanding for the SSP Company for year-end?
A)6,875,000 shares.
B)5,625,000 shares.
C)7,500,000 shares.
Stock splits and stock dividends are applied to all shares that existed at the beginning of the period and shares that were issued or repurchased during the period, but prior to the split or dividend. For SSP, the 5 million beginning-of-year shares outstanding are adjusted to 7.5 million shares (5.0 × 3/2) as a result of the 3:2 split
A firm has had the following numbers of shares outstanding during the year:
Beginning of year 10,000,000 shares
Issued on April 1 500,000 shares
Split 2 for 1 on July 1
Issued on October 1 100,000 shares
Split 2 for 1 on December 31
Based on this information, what is the weighted number of shares outstanding for the year?
A)42,400,000.
B)41,550,000.
C)20,780,000.
Outstanding all year 10,000,000 × 2 × 2 × 1= 40,000,000
Outstanding for 0.75 years=500,000 × 2 × 2 × 0.75=1,500,000
Outstanding for 0.25 years 100,000 × 2 × 0.25= 50,000
Weighted average number of shares for year: =41,550,000
A firm had the following numbers of shares outstanding during the year:
Beginning of year 8,000,000 shares
Issued on April 1 750,000 shares
Paid stock divided of 20% on July 1
Issued on October 1
100,000 shares
Purchased Treasury stock November 1 1,000,000 shares
Split 2 for 1 on December 31
Based on this information, what is the weighted number of shares outstanding for the year?
A) 20,266,667.
B) 20,783,333.
C)42,444,444.
Outstanding all year
8,000,000 × 1.2 × 2 × 1.0=19,200,000
Outstanding for 0.75 years=750,000 × 1.2 × 2 × 0.75
1,350,000
Outstanding for 0.25 years =100,000 × 2 × 0.25
= 50,000
Retired for 2 months=-1,000,000 × 2 × (2/12)
–333,333
Weighted average number of shares for year:
20,266,667
A firm had the following numbers of shares outstanding during the year:
Beginning of year 8,000,000 shares
Issued on April 1 750,000 shares
Paid stock divided of 20% on July 1
Issued on October 1 100,000 shares
Purchased Treasury stock November 1 1,000,000 shares
Split 2 for 1 on December 31
Based on this information, what is the weighted number of shares outstanding for the year?
A)20,266,667.
B)20,783,333.
C)42,444,444.
Outstanding all year
8,000,000 × 1.2 × 2 × 1.0 =19,200,000
Outstanding for 0.75 years =750,000 × 1.2 × 2 × 0.75
1,350,000 =Outstanding for 0.25 years
100,000 × 2 × 0.25 =50,000
Retired for 2 months =-1,000,000 × 2 × (2/12)= –333,333
Weighted average number of shares for year:
20,266,667
Zimmer Co. had the following common shares outstanding:
January 1, 2003: 50,000
October 1, 2003: Issued 20,000 shares
March 1, 2004: Issued a 10% stock dividend
July 1, 2004: Declared a 2 for 1 stock split
October 1, 2004: Repurchased 30,000 shares
Calculate the weighted average number of common shares outstanding for 2003 and 2004.
2003 2004
A) 55,000 124,500
B)55,000 146,500
C)10,000 124,000
For year 2003:
50,000 × 12 = 600,000
20,000 × 3 = 60,000
660,000/12 = 55,000
For year 2004:
70,000 × 1.1 × 2 = 154,000 × 12 = 1,848,000
(30,000) × 3 = (90,000)
1,758,000 / 12 = 146,500
At the beginning of this year Aristotle Co. had 400,000 shares of common stock outstanding. During the year, Aristotle paid a 10 percent stock dividend on May 31, issued 90,000 new common shares on June 30, and repurchased 12,000 shares on December 1. The number of shares Aristotle should use in computing earnings per share at the end of the year is:
A)475,000.
B)476,000.
C)484,000.
[400,000 shares × 12 months + 40,000 × 12 months + 90,000 × 6 months - (12,000 × 1 months)] divided by 12 = 484,000 shares
Robinson Company had 1 million shares outstanding at the beginning of the year. On April 1, Robinson issued an additional 300,000 shares. On July 1, Robinson issued 200,000 more shares. What is Robinson’s weighted average number of shares outstanding for the calculation of earnings per share?
A)1,325,000 shares.
B)1,500,000 shares.
C)1,200,000 shares.
Weighted average shares = 1,000,000 + (0.75) 300,000 + (0.5) 200,000 = 1,325,000 shares
At the beginning of 2004, Osami Corporation had 1.4 million shares of common stock outstanding and no preferred stock. At the end of August 2004, Osami issued 1.2 million new shares of common stock. If Osami reported net income equal to $7.2 million, what were its earnings per share (EPS) for 2004?
A)$4.00.
B)$3.33.
C)$2.77.
The new shares were only outstanding 4 months of the year. Thus, the weighted average number of shares outstanding is [1.4 + (4/12)(1.2)] million = 1.8 million shares. So basic EPS = $7.2 million / 1.8 million = $4.00.