Sign-Magnitude Number Range in 34-Bit Representation

Thread starter Her-0
Start date Jan 30, 2009
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The range of sign-magnitude numbers in a 34-bit representation is determined by the formula -2^(n-1) to 2^(n-1) - 1, where n is 34. This results in a range from -17,179,869,184 to 17,179,869,183. The sign bit indicates the number's positivity or negativity, while the remaining bits represent the magnitude. Understanding this representation is crucial for working with large integers in computing. Clarification on the formula and its application helps in grasping the concept of sign-magnitude representation.

Jan 30, 2009

Her-0

1.What is range of sign-magnitude numbers that can be represented with 34-bits

I kind of get it but I'm not sure, I know it has something to do with -2^n -1, 2^n-1 but I'm not sure how to represent it or what the question is really asking. Can anyone help?

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Jan 30, 2009

wildman

You are correct. Clue: the n is 34 in your case.

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