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Hanah Co. has $2.5 million in equity share capital (50 cents per share) outstanding as of October 1, 20X4. The year ended September 30, 20X5, saw no new shares issued; nonetheless, as of that date, there were outstanding share options, which had the dilutive effect of issuing 1.2 million shares without consideration. For the year that concluded on September 30, 20X5, Hanah's profit after taxes was $1,550,000. What is Hanah's diluted earnings per share for the year ending September 30, 20X5, as per IAS 33 Earnings per Share?a.$0.25b.$0.42c.$0.31d.$0.41

Question

Hanah Co. has 2.5millioninequitysharecapital(50centspershare)outstandingasofOctober1,20X4. TheyearendedSeptember30,20X5,sawnonewsharesissued;nonetheless,asofthatdate,therewereoutstandingshareoptions,whichhadthedilutiveeffectofissuing1.2millionshareswithoutconsideration. FortheyearthatconcludedonSeptember30,20X5,Hanahsprofitaftertaxeswas2.5 million in equity share capital (50 cents per share) outstanding as of October 1, 20X4. The year ended September 30, 20X5, saw no new shares issued; nonetheless, as of that date, there were outstanding share options, which had the dilutive effect of issuing 1.2 million shares without consideration. For the year that concluded on September 30, 20X5, Hanah's profit after taxes was 1,550,000. What is Hanah's diluted earnings per share for the year ending September 30, 20X5, as per IAS 33 Earnings per Share?a.0.25b.0.25b.0.42c.0.31d.0.31d.0.41

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Solution 1

To calculate the diluted earnings per share (EPS), we first need to determine the total number of shares, taking into account the dilutive effect of the outstanding share options.

  1. Hanah Co. has 2.5millioninequitysharecapital,witheachsharevaluedat50cents.Thismeansthereare5millionsharesoutstanding(2.5 million in equity share capital, with each share valued at 50 cents. This means there are 5 million shares outstanding (2.5 million / $0.50 per share).

  2. The outstanding share options had the dilutive effect of issuing an additional 1.2 million shares. So, we add this to the existing number of shares to get a total of 6.2 million shares (5 million + 1.2 million).

  3. Hanah's profit after taxes for the year was $1,550,000.

  4. To calculate the diluted EPS, we divide the profit after taxes by the total number of shares. So, 1,550,000/6.2millionshares=1,550,000 / 6.2 million shares = 0.25 per share.

So, the diluted earnings per share for the year ending September 30, 20X5, as per IAS 33 Earnings per Share is 0.25.Therefore,theanswerisa.0.25. Therefore, the answer is a. 0.25.

This problem has been solved

Solution 2

To calculate the diluted earnings per share (EPS), we first need to determine the total number of shares, taking into account the dilutive effect of the outstanding share options.

  1. Hanah Co. has 2.5millioninequitysharecapital,witheachsharevaluedat50cents.Thismeansthereare5millionsharesoutstanding(2.5 million in equity share capital, with each share valued at 50 cents. This means there are 5 million shares outstanding (2.5 million / $0.50 per share).

  2. The outstanding share options had the dilutive effect of issuing an additional 1.2 million shares. So, we add this to the existing number of shares to get a total of 6.2 million shares (5 million + 1.2 million).

  3. Hanah's profit after taxes for the year was $1,550,000.

  4. To calculate the diluted EPS, we divide the profit after taxes by the total number of shares. So, 1,550,000/6.2millionshares=1,550,000 / 6.2 million shares = 0.25 per share.

So, the diluted earnings per share for the year ending September 30, 20X5, as per IAS 33 Earnings per Share is $0.25 (option a).

This problem has been solved

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