AAFM Exam GLO_CWM_LVL_1 Topic 1 Question 96 Discussion

Actual exam question for AAFM's GLO_CWM_LVL_1 exam

Question #: 96
Topic #: 1

[All GLO_CWM_LVL_1 Questions]

The probability distribution of the rate of return on ABC stock is given below:

What is the standard deviation of return?

A11.40%

B12.90%

C10.50%

D13.50%

Show Suggested Answer

Suggested Answer: B

by Erick at Dec 05, 2024, 04:41 PM

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Bernardo

2 months ago

Alright, time to put on my statistician hat. Let me take a closer look at this chart... Ah, I've got it! The standard deviation is B) 12.90%. Easy peasy, lemon squeezy!

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Sabine

28 days ago

Great job on figuring out the standard deviation! It's 12.90%.

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Mammie

1 months ago

That's correct! The standard deviation is indeed 12.90%.

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Stephane

1 months ago

Nice job! You nailed it with option B) 12.90%.

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Alonzo

2 months ago

I calculated it and got 13.50% as the standard deviation.

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Leatha

2 months ago

I'm leaning towards 10.50% as the standard deviation.

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Basilia

2 months ago

I believe it's 12.90% because of the spread of the data.

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Bettina

2 months ago

Woah, this is some fancy-pants probability stuff. But I'm no math whiz, so I'm just gonna guess and say D) 13.50%. Who knows, maybe I'll get lucky!

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Tammi

2 months ago

I believe it's C) 10.50%.

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Emmanuel

2 months ago

I think the standard deviation of return is B) 12.90%.

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Elbert

2 months ago

I think the standard deviation is 11.40%.

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Teresita

2 months ago

Okay, let's see here. The probability distribution chart shows the rates of return, and we need to find the standard deviation. Hmm, I'm going to go with C) 10.50%. It just looks right, you know?

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Hailey

2 months ago

Let's calculate it together then. We can use the formula for standard deviation and compare our results.

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Olive

2 months ago

Hmm, interesting. I still think C) 10.50% is the right choice. Let's calculate it to be sure.

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Graciela

2 months ago

I see your point, but I believe the correct answer is D) 13.50%. It seems to align better with the distribution.

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Serita

2 months ago

I think it's actually B) 12.90%. The standard deviation is calculated based on the probabilities and rates of return.

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