Salesforce Exam Salesforce Communications Cloud Topic 1 Question 22 Discussion

Actual exam question for Salesforce's Salesforce Communications Cloud exam

Question #: 22
Topic #: 1

[All Salesforce Communications Cloud Questions]

A company is selling voice products to business customers. The offer allows customers to select devices of various models. The product modeler intends to create a phone add-on product specification with voice offers with a cardinality that allows up to 700. Which of the three statement are valid regarding the product model in this scenario?

ASince the product model uses OOTB feature of EPC, MACD operations and decomposition are guaranteed to work well

BModeling children with large cardinalities can result in processing inefficiencies for MACD operations.

CProduct Model use hierarchical modeling which is natively supports EPC

DProduct model uses OOTB features from EPC. Decomposition may fail when the maximum number of products is processed.

EThis type of modeling is not supported in EPC and modular should follow a flat modelling technique.

Show Suggested Answer

Suggested Answer: B, C, D

by Marti at Sep 17, 2024, 05:25 PM

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Gertude

2 months ago

This is a tricky one. I think I'll go with C, since EPC is supposed to natively support hierarchical modeling. But who knows, maybe the large cardinality will cause issues!

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Laurel

1 months ago

I agree with you, C seems like the safest option. Let's go with that.

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Vernice

1 months ago

I agree with you, C seems like the safest option here.

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Barbra

1 months ago

I'm leaning towards D. Decomposition might fail with a large number of products.

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Armanda

1 months ago

I'm leaning towards D. Decomposition might fail with too many products.

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Laine

2 months ago

I think C is the best choice. Hierarchical modeling is supported in EPC.

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Olive

2 months ago

I think C is the best choice. EPC supports hierarchical modeling.

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Carin

2 months ago

Haha, option E sounds like the classic 'IT guy' solution - 'It's not supported, so just use a flat model!'. I'm going with B or D.

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Ahmad

2 months ago

I'd go with option D. Even though EPC supports hierarchical modeling, the decomposition might fail when dealing with such a large number of products.

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Vicky

1 months ago

Definitely, efficiency is key when it comes to processing operations.

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Cecilia

1 months ago

So, we should be cautious when dealing with large cardinalities in the product model.

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Elbert

1 months ago

I agree, the decomposition might fail with such a large number of products.

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Mari

2 months ago

Option D seems like the best choice here.

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Joesph

2 months ago

Yeah, option D is the most cautious approach. It's better to be safe than sorry when it comes to product modeling.

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Omer

2 months ago

I agree, option D is the safest bet. We don't want any failures during the processing of products.

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Oretha

2 months ago

Option D seems like the best choice here. It's important to consider the potential issues with decomposition when dealing with a large number of products.

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Kanisha

3 months ago

Hmm, that's a good point. Maybe we should consider both options B and D when answering the question.

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Delbert

3 months ago

I disagree, I believe option D is correct because decomposition may fail with maximum products processed.

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Viola

3 months ago

Option B seems valid. Large cardinalities can definitely impact MACD operations. EPC should be able to handle this, but might face some performance issues.

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Fletcher

1 months ago

A) Since the product model uses OOTB feature of EPC, MACD operations and decomposition are guaranteed to work well

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Teddy

2 months ago

I agree, it's important to consider the potential impact on performance when dealing with large cardinalities.

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Justine

2 months ago

D) Product model uses OOTB features from EPC. Decomposition may fail when the maximum number of products is processed.

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Hoa

2 months ago

B) Modeling children with large cardinalities can result in processing inefficiencies for MACD operations.

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Kanisha

3 months ago

I think option B is valid because large cardinalities can cause processing inefficiencies.

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