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CIMA Exam CIMAPRA17-BA1-1 Topic 1 Question 71 Discussion

Actual exam question for CIMA's CIMAPRA17-BA1-1 exam
Question #: 71
Topic #: 1
[All CIMAPRA17-BA1-1 Questions]

Brian has 80 bonds with a total market value of 2400. The interest rate on these bonds is 2.34%.

Using these figures, which of the following is the running yield of each of Brian's bonds?

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Suggested Answer: C

Contribute your Thoughts:

Ming
1 months ago
Dude, this is so easy! You just take the interest rate and divide it by the market value per bond. I can't believe people are actually thinking about this. It's gotta be C) 8.9%.
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Shenika
1 months ago
Ooh, this is a good one. I'm gonna have to break out my calculator for this. Okay, let's see... Yep, I think Lanie's got it right, C) 8.9% is the way to go.
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Maricela
10 days ago
I agree with Lanie, C) 8.9% seems correct
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Jonelle
14 days ago
I'm leaning towards B) 8.86%
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Flo
21 days ago
I think it's A) 8.87%
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Lanie
2 months ago
Hold up, I think I got this! It's C) 8.9%, right? The interest rate is 2.34% and the market value is 2400, so the running yield should be 2.34/2400 = 0.0889 or 8.9%.
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Glenna
7 days ago
Great job! The running yield is 8.9%.
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Edmond
11 days ago
That's correct! It's C) 8.9%.
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Cherelle
16 days ago
Yes, you got it! The running yield is indeed 8.9%.
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Douglass
2 months ago
I believe it's 8.9% because the total market value and interest rate need to be considered together.
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Mica
2 months ago
I disagree, I calculated it to be 8.86%.
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Tequila
2 months ago
I think the running yield is 8.87%.
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Pilar
2 months ago
I calculated it and got 8.87%, so I think the answer is A) 8.87%.
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Emiko
2 months ago
Hmm, this looks tricky. Let me see, running yield is the annual interest divided by the market value, so I'll need to do the calculations to figure this out.
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Rutha
2 months ago
I agree, the running yield is calculated by dividing the annual interest by the market value
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Blossom
2 months ago
I think the answer is B) 8.86%
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Huey
2 months ago
I agree with Casey, 8.86% makes sense based on the given information.
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Casey
2 months ago
I think the running yield is 8.86%.
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