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Arcitura Education S90.01 Exam - Topic 4 Question 72 Discussion

Service Composition A is comprised of 4 services. Service Composition B is comprised of 6 services. Because both service compositions are comprised of services from the same service inventory, the service inventory will have a total of how many services?
D) Based on the information provided, it's impossible to know how many services reside in the service inventory because the quantity of services within a service inventory is not determined by the quantity of services in service compositions.
A) 10
B) 24
C) Based on the information provided, it's impossible to know how many services reside in the service inventory because we don't know how many other service compositions exist.

Arcitura Education S90.01 Exam - Topic 4 Question 72 Discussion

Actual exam question for Arcitura Education's S90.01 exam
Question #: 72
Topic #: 4
[All S90.01 Questions]

Service Composition A is comprised of 4 services. Service Composition B is comprised of 6 services. Because both service compositions are comprised of services from the same service inventory, the service inventory will have a total of how many services?

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Suggested Answer: D

by Scot at Sep 17, 2024, 03:18 AM

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Annmarie
6 months ago
4 + 6 = 10, but that's not the whole picture.
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Meghan
6 months ago
Wait, how can we be sure? What if there are more compositions?
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Arlyne
6 months ago
I think it's option D. Makes the most sense!
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Casie
6 months ago
I agree with D, we need more info on the inventory.
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Helaine
6 months ago
It's definitely more than 10 services.
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Kyoko
7 months ago
I’m leaning towards D because the number of services in compositions doesn’t necessarily reflect the total in the inventory.
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Corrie
7 months ago
I think the answer could be C or D because we don't have enough info about the overall inventory. It’s tricky!
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Mee
7 months ago
This question feels similar to one we practiced where we had to determine total services based on overlapping compositions. I think it might be more complex than just adding.
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Laurena
7 months ago
I remember we discussed how service compositions can share services, so I'm not sure if I should just add the numbers together.
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Lemuel
7 months ago
I'm a bit confused by this one. The information provided doesn't seem sufficient to determine the total number of services in the inventory. There could be more service compositions that use some of the same services, or the inventory could contain additional services not used in these two compositions. I think option D is the safest choice here.
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Kallie
8 months ago
Okay, let me think this through. If the service compositions are made up of services from the same inventory, then the total number of services in the inventory has to be at least 10. But the question is asking about the total number, not just the minimum. I'm leaning towards option B, 24, since that would account for any additional services in the inventory beyond just the ones used in these two compositions.
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Dick
8 months ago
Hmm, I'm not sure about this one. The question says the service compositions are "comprised of services from the same service inventory", but it doesn't explicitly state that the inventory only contains those services. I think option C might be the right answer.
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Darnell
8 months ago
This seems straightforward - the total number of services in the service inventory would be the sum of the services in the two compositions, which is 4 + 6 = 10.
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Haydee
8 months ago
Ah, this is a tricky one. Forensic computing could involve ethical hacking, cyber investigation processes, or legal proceedings. I'll need to weigh the nuances of each option to determine the most accurate definition.
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Kenneth
2 years ago
Okay, let me think this through. Composition A has 4 services, Composition B has 6 services. That's 10 services total, right? But the question is asking about the service inventory, not the compositions. So D has got to be the answer. Inventory size isn't defined by the compositions alone. Simple as that!
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Aliza
2 years ago
Exactly, it's important to consider the overall inventory and not just individual compositions.
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Ressie
2 years ago
That makes sense. The inventory size is not solely based on the compositions.
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Sanjuana
2 years ago
I think the answer is D. The quantity of services in the inventory is not determined by the quantity of services in the compositions.
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Marg
2 years ago
Haha, this one's a real head-scratcher! C looks tempting, but I'm with Mignon on this one. D just makes the most sense. The number of services in the inventory is its own thing, independent of the service compositions. Unless there's some tricky hidden info, that's my pick!
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Mignon
2 years ago
Hmm, I'd go with D. The number of services in the inventory isn't determined by the service compositions. It's like a buffet, you know? The number of plates on the table doesn't tell you how much food is in the kitchen. Sneaky, but I think it's the right answer.
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Josephine
2 years ago
So, the answer is D. The quantity of services in the inventory isn't determined by the quantity in the service compositions.
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Marya
2 years ago
Yeah, it's like the buffet analogy. The number of plates doesn't tell you how much food is in the kitchen.
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Lashanda
2 years ago
I think you're right. The number of services in the inventory isn't directly related to the service compositions.
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Dong
2 years ago
But we don't know how many other service compositions exist, so it could be C) or D).
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Kenneth
2 years ago
I disagree, I believe the answer is B) 24.
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Azzie
2 years ago
I'm pretty sure the answer is B. 24 services in the inventory. I mean, 4 services in Composition A plus 6 services in Composition B, that's 10 services. But hey, what if there are other compositions we don't know about? Gotta cover all our bases, right?
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Doug
2 years ago
I'm pretty sure the answer is B. 24 services in the inventory. I mean, 4 services in Composition A plus 6 services in Composition B, that's 10 services. But hey, what if there are other compositions we don't know about? Gotta cover all our bases, right?
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Germaine
2 years ago
C) Based on the information provided, it's impossible to know how many services reside in the service inventory because we don't know how many other service compositions exist.
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Lamar
2 years ago
B) 24
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Quinn
2 years ago
A) 10
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Dong
2 years ago
I think the answer is A) 10.
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