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Okta Certified Administrator Exam - Topic 7 Question 8 Discussion

Can you map the Okta user ID as an Office 365 Immutable ID?Solution: Done via mappings, by pushing from Okta to Office 365: user.getInternalProperty("id")
A) Yes
B) No

Okta Certified Administrator Exam - Topic 7 Question 8 Discussion

Actual exam question for Okta's Okta Certified Administrator exam
Question #: 8
Topic #: 7
[All Okta Certified Administrator Questions]

Can you map the Okta user ID as an Office 365 Immutable ID?

Solution: Done via mappings, by pushing from Okta to Office 365: user.getInternalProperty("id")

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Suggested Answer: A

by Glendora at May 08, 2022, 02:25 PM

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Filiberto
9 months ago
Totally agree, this is how we do it!
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Laurena
9 months ago
I thought Immutable ID was different from user ID.
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Eulah
9 months ago
Wait, are you sure that works for all cases?
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Tiera
9 months ago
That's right, just use user.getInternalProperty("id").
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Solange
9 months ago
Yes, you can map it!
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Clemencia
10 months ago
I feel like this question came up in our last review session, and I think the answer was "Yes" based on how mappings work.
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Isreal
10 months ago
I believe the solution involves using the user.getInternalProperty("id") function, but I might need to double-check that.
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Buck
10 months ago
I remember practicing a similar question where we discussed user attributes in Okta, but I can't recall the specific property to use for the mapping.
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Alpha
10 months ago
I think we can map the Okta user ID to the Immutable ID in Office 365, but I'm not entirely sure about the exact method.
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Kara
10 months ago
Hmm, I'm a bit confused on the distinction between the ADM being iterative within the first cycle versus between phases. I'll need to review my notes to clarify that.
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Blair
10 months ago
I'm a bit unsure about this one. The pipe character is used to connect different parts of a search query, but I'm not sure if it's specifically before clauses, commands, arguments, or functions. I'll have to think about this a bit more.
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Oren
10 months ago
I'm unsure, but I think steepening means short-term rates fall relative to long-term rates? That doesn't sound right, though.
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