HPE3-U01 Exam - Topic 7 Question 68 Discussion

Actual exam question for HP's HPE3-U01 exam

Question #: 68
Topic #: 7

[All HPE3-U01 Questions]

What is the binary equivalent of the decimal number of 233?

A11010101

B11101001

C11100101

D11110001

Show Suggested Answer

Suggested Answer: B

by Matthew at Nov 22, 2025, 12:52 PM

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Mari

3 days ago

I’m not sure, but B) has a nice pattern.

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Bethanie

8 days ago

I agree with Alice. A) is the best choice.

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Wilda

13 days ago

I remember C) 11100101. Did that in class.

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Ruth

19 days ago

How can we be sure it's not D?

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Haydee

24 days ago

Wait, is it really A? I thought it was C.

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Vallie

29 days ago

Definitely A) 11010101, no doubt!

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Mitzie

1 month ago

I thought it was B) 11101001.

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Dean

2 months ago

It's A) 11010101!

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Val

2 months ago

Binary, decimal, who cares? I just want to pass this exam!

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Detra

2 months ago

Haha, I bet the answer is "all of the above" just to trick us.

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Gracie

2 months ago

D) 11110001 seems a bit off, but I'm not 100% sure.

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Tonette

2 months ago

I think C) 11100101 is the correct binary equivalent.

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Rosamond

3 months ago

B) 11101001 looks right to me.

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Jina

3 months ago

I’m leaning towards 11110001, but I really can’t recall how I got there.

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Fletcher

3 months ago

I have a vague memory of converting numbers, and I think 11100101 could be it, but I need to double-check.

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Luisa

3 months ago

I remember practicing similar questions, and I feel like the answer might be 11101001.

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Adela

3 months ago

I'm a little confused on the best approach here. Should I use the division method or try to memorize the binary-decimal conversion?

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Ashanti

3 months ago

This looks straightforward. I'm pretty confident I can get the right answer by using the division method.

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Ozell

4 months ago

Okay, let me try this. I'll divide the decimal number by 2 repeatedly and take the remainders to get the binary representation.

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Nada

4 months ago

I think it's A) 11010101. Feels right.

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Darnell

4 months ago

I think the binary for 233 is 11010101, but I'm not completely sure.

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Sabra

4 months ago

D) 11110001 seems too high for 233.

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Annelle

5 months ago

I’m leaning towards B) 11101001. Looks familiar.

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Tijuana

5 months ago

Hmm, I'm a bit unsure about this. Converting between decimal and binary can be tricky. I'll need to think it through carefully.

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Elliott

5 months ago

I think I can handle this one. I'll just convert the decimal number to binary step-by-step.

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Bernardine

4 months ago

I think it's A) 11010101.

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