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HPE3-U01 Exam - Topic 3 Question 14 Discussion

What is the binary equivalent of the Hexadecimal number 17?
A) 11001
B) 10111
C) 10001
D) 1110001

HPE3-U01 Exam - Topic 3 Question 14 Discussion

Actual exam question for HP's HPE3-U01 exam
Question #: 14
Topic #: 3
[All HPE3-U01 Questions]

What is the binary equivalent of the Hexadecimal number 17?

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Suggested Answer: A

by Rozella at Jan 08, 2023, 04:35 AM

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Joaquin
8 months ago
Hex 17 = 10001, no doubt about it!
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Lacresha
8 months ago
I can't believe it's not 10111! That seems off.
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Margarett
8 months ago
Wait, are you sure? I thought it was 11001.
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Lillian
9 months ago
Totally agree, it's definitely 10001!
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Lavera
9 months ago
The binary for hex 17 is 10001.
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Chan
9 months ago
I vaguely recall that 17 in hex is 11001, but I could be confusing it with another number.
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Jennie
9 months ago
I feel like I might be mixing up the values; wasn't 17 in hex supposed to be 10111?
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Eleonora
9 months ago
I remember practicing similar questions, and I think hexadecimal 17 is actually 10001.
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Ruthann
9 months ago
I think the hexadecimal 17 converts to binary, but I'm not sure if it's 11001 or 10001.
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Abraham
9 months ago
I'm leaning towards option C with the Network Load Balancer. That way, I can keep the SageMaker endpoints separate and have more control over the traffic routing, especially for the European customer case.
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Tiffiny
9 months ago
I'm a little confused by the wording of the options. I'll need to re-read them carefully and make sure I understand the differences between the principles before selecting an answer.
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Angelica
9 months ago
I'm pretty confident this is about testing the communication between AIS and the EnterpriseOne kernels, so I'll go with option B.
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Rosendo
9 months ago
Okay, let me think this through. Passive footprinting is about gathering information without directly interacting with the target, so querying a search engine or doing a whois lookup would fit that. Analyzing job requirements doesn't seem to be a footprinting technique.
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Juliann
1 year ago
If this question was any easier, I'd be able to solve it in my sleep. 10001, baby! Hexadecimal is my middle name.
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Deandrea
1 year ago
You're all wrong, it's 1110001.
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Carlee
1 year ago
Actually, it's 10111.
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Arthur
1 year ago
No way, it's 11001.
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Emeline
1 year ago
I think it's 10001.
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Serina
1 year ago
Alright, time to put my binary superpowers to the test. The answer is 10001, and I'm feeling pretty super about it!
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Merilyn
1 year ago
User 3: Great job, you guys! 10001 is correct.
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Vernell
1 year ago
User 2: I agree, that's the binary equivalent of the Hexadecimal number 17.
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Lenna
1 year ago
User 1: I think it's 10001.
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Doretha
1 year ago
Is it just me, or does this question sound like it's straight out of the Stone Age? Anyway, the answer is 10001, no doubt about it.
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Tawanna
1 year ago
Hmm, let me think... Aha! It's gotta be 10001. I've got this hexadecimal to binary conversion down pat!
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Carolynn
1 year ago
User 3: Great job! You nailed it.
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Noah
1 year ago
User 2: Yes, I'm positive. That's the correct binary equivalent.
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Malcom
1 year ago
User 1: Are you sure it's 10001?
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Zoila
1 year ago
I'm not sure, but I think it's C) 10001 because it matches the binary equivalent of 17.
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Micah
1 year ago
Definitely option C! Hex 17 is equal to binary 10001. Easy peasy!
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France
1 year ago
Yes, you're right! Option C is the correct binary equivalent of Hexadecimal 17.
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Bonita
1 year ago
I think it's option C too. Hex 17 is indeed 10001 in binary.
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Erinn
1 year ago
I believe it's B) 10111 because 17 in hexadecimal is 0001 0111.
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Remona
1 year ago
I think the answer is A) 11001.
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