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Re: M03-27 [#permalink]
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Bunuel, shouldnt it be a weighted average instead of the regular average that you have calculated?
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Engr2012 wrote:
Bunuel, shouldnt it be a weighted average instead of the regular average that you have calculated?


We ARE calculating weighted average.

Earnings for 9 months - \(5*7.2=36\);

During the final quarter, the number of publicly listed shares was increased to 10, so earnings for 4th quarter - \(10*1.25=12.5\);

Total earning for a year - \(36+12.5=48.5\);

The average annual earnings per share - \(\frac{48.5}{10}=4.85\).

Hope it's clear.
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Re: M03-27 [#permalink]
Sorry for the stupid question.
I too am not too clear why we don't multiply 9 for the months that it was at 7.2 and 3 for the remaining 3 months that it was at 1.25.


Bunuel wrote:
Engr2012 wrote:
Bunuel, shouldnt it be a weighted average instead of the regular average that you have calculated?


We ARE calculating weighted average.

Earnings for 9 months - \(5*7.2=36\);

During the final quarter, the number of publicly listed shares was increased to 10, so earnings for 4th quarter - \(10*1.25=12.5\);

Total earning for a year - \(36+12.5=48.5\);

The average annual earnings per share - \(\frac{48.5}{10}=4.85\).

Hope it's clear.
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Re: M03-27 [#permalink]
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kelvind13 wrote:
Sorry for the stupid question.
I too am not too clear why we don't multiply 9 for the months that it was at 7.2 and 3 for the remaining 3 months that it was at 1.25.


Bunuel wrote:
Engr2012 wrote:
Bunuel, shouldnt it be a weighted average instead of the regular average that you have calculated?


We ARE calculating weighted average.

Earnings for 9 months - \(5*7.2=36\);

During the final quarter, the number of publicly listed shares was increased to 10, so earnings for 4th quarter - \(10*1.25=12.5\);

Total earning for a year - \(36+12.5=48.5\);

The average annual earnings per share - \(\frac{48.5}{10}=4.85\).

Hope it's clear.


Because earnings of $7.20 per share is not per month, it's for 9 months.
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Re: M03-27 [#permalink]
the question says that the earnings in the 4th qtr was increased to 10000000. doesnt that mean that the earnings were 5000000 ?? (10000000 - 5000000). the 10000000 was the increased amt and the 5000000 was the increase.because it was increased to 10000000 not increased by 10000000. in that case the average will be 5*10^6 *1.25 = 625000. so the average will be (36000000+625000)/10000000 = 3.66 answer choice D. kindly clarify.
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Re: M03-27 [#permalink]
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There is a more simple solution:

For the first 3 quarters, Earning per share (EPS) was 7.20$ with total number of shares was 5mil, if total number of shares were 10mil then EPS would be 7.2/2 = 3.6$
So, for the whole year, and with total shares of 10mil, total EPS will be 3.6 + 1.25 = 4.85$
No complicated calculation needed.
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Re: M03-27 [#permalink]
I think this is a high-quality question and I agree with explanation. This question was sneaky, the "Increased to 10" part caught me off guard.
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Re: M03-27 [#permalink]
I think this is a high-quality question and I agree with explanation.
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Re: M03-27 [#permalink]
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I have edited the question and the solution by adding more details to enhance its clarity. I hope it is now easier to understand.
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Re M03-27 [#permalink]
I think this is a high-quality question and I agree with explanation.
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M03-27 [#permalink]
5,000,000 + 10,000,000 = Shouldn't the denominator be equal to this no.?
For the first 9 months = 5,000,000 shares and for the last quarter = 10,000,000 shares.
Why are we dividing by 10?

What do we mean by no. of shares at the end of the year? It is the total no. of shares at the end of year right? =15000000

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Re: M03-27 [#permalink]
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nikkimah wrote:
Bunuel wrote:
Official Solution:

A corporation with 5,000,000 shares of publicly listed stock reported total earnings of $7.20 per share for the first 9 months of operation. During the final quarter the number of publicly listed shares was increased to 10,000,000 shares, and fourth quarter earnings were reported as $1.25 per share. What are the average annual earnings per share based on the number of shares at the end of the year?

A. 1.75
B. 2.40
C. 3.15
D. 3.60
E. 4.85


To find the average annual earnings per share based on the number of shares at the end of the year, we first need to determine the total earnings for the whole year and then divide it by the number of shares at the end of the year.

The earnings for the first 9 months in millions of dollars \(=5*7.2=36\);

The earnings for the 4th quarter in millions of dollars \(=10*1.25 = 12.5\) (since for the 4th quarter, the number of publicly listed shares increased to 10,000,000);

The total earnings for the whole year in millions of dollars \(=36 + 12.5 = 48.5\);

Finally, the average annual earnings per share can be calculated by dividing the total earnings by the number of shares at the end of the year: \(\frac{48.5}{10} = 4.85\).


Answer: E



5,000,000 + 10,000,000 = Shouldn't the denominator be equal to this no.?
For the first 9 months = 5,000,000 shares and for the last quarter = 10,000,000 shares.
Why are we dividing by 10?

What do we mean by no. of shares at the end of the year? It is the total no. of shares at the end of year right? =15000000

Bunuel


Notice that the question says that the number of shares was increased TO 10,000,000 shares, not BY 10,000,000 shares. Initially, there were 5,000,000 shares, and after the increase, there were 10,000,000 shares.
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