IFPUG I40-420 Exam - Topic 2 Question 106 Discussion

Actual exam question for IFPUG's I40-420 exam

Question #: 106
Topic #: 2

Four different country managers require a report about the sales turnover for their respective countries. Country managers 1 and 2 require the data to be sorted in the ascending order of the sales, whereas country mangers 3 and 4 require the data to be sorted in the ascending order of sales and profit. How many elementary processes would be counted for the sales turnover report?

DNot counted

Show Suggested Answer

Suggested Answer: D

by Lemuel at Feb 10, 2025, 02:38 AM

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Devorah

9 months ago

Totally agree with Jesusa, makes sense to count all requests!

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Vincenza

9 months ago

Wait, are we counting the sorting for profit too? Seems off.

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Justa

10 months ago

Definitely 4! Each manager has unique needs.

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Titus

10 months ago

I think it's just 2 processes based on the sorting requirements.

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Jesusa

10 months ago

There are 4 country managers, so 4 processes.

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Roselle

10 months ago

I’m leaning towards “Not counted” because it seems like they just want the final report, but I need to think more about the sorting steps involved.

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Latanya

10 months ago

I’m confused about whether sorting by sales and profit counts as one or two processes. I guess it could be 1 if they’re combined?

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Daron

11 months ago

I remember a similar question where we had to sort data for multiple criteria. I feel like it might be 2 since we have two different sorting requirements.

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Mozelle

11 months ago

I think we need to count each sorting process separately, so maybe it’s 4? But I’m not entirely sure.

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Isaac

11 months ago

I think the key here is understanding how many elementary processes are involved in the different sorting requirements. If we can figure that out, we should be able to determine the total number needed for the report.

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Bobbye

11 months ago

Hmm, I'm a bit confused. Do we need to do two separate sorts, or can we do one sort that satisfies both requirements? I'll have to review the details closely.

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Golda

11 months ago

Okay, let's see. We have two different sorting requirements - ascending sales for managers 1 and 2, and ascending sales and profit for managers 3 and 4. I wonder how many processes that would involve.

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Owen

11 months ago

This seems like a tricky one. I'll need to think through the different sorting requirements carefully.

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Donte

1 year ago

Wait, we have to sort the data? I thought this was a sales report, not a math test! I'm just going to wing it and hope for the best. Maybe I'll get partial credit for trying?

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Alishia

1 year ago

Yeah, it might seem like extra work, but in the end, it will make everyone's job easier and more efficient.

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Soledad

1 year ago

I think it's worth the effort to sort the data properly. It will help the country managers make better decisions based on the information.

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Lavera

1 year ago

I agree, it's all about making sure the report is organized and easy to understand for everyone.

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Avery

1 year ago

I know, sorting data can be a pain. But it's important for the country managers to see the information they need.

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Raelene

1 year ago

If I sort the data by sales and then by profit, does that mean I get a free foot massage? No? Alright, I'll go with B) 2 then. Gotta do what we gotta do, right?

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Joye

1 year ago

I'm going with C) 1. Since the country managers have different sorting requirements, we only need to do one sort and then provide the data to each country manager. Easy peasy!

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Chara

1 year ago

C) 1

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Izetta

1 year ago

A) 4

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Gracia

1 year ago

Hold up, are we supposed to sort the data by both sales and profit? That sounds like a lot of work. I'm going with D) Not counted. I'm not doing any more calculations than I have to!

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Isabelle

1 year ago

I'm not sure, but I think the answer might be C) 1 because the data only needs to be sorted once for both sets of requirements.

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Hayley

1 year ago

I think the answer is B) 2. We need to sort the data twice, once for country managers 1 and 2, and again for country managers 3 and 4. That's two elementary processes.

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