Bit representation - PowerPoint PPT Presentation

Unary, Binary, and Beyond

Unary, Binary, and Beyond. Last time we talked about unary notation. n th Triangular Number.  n = 1 + 2 + 3 + . . . + n-1 + n = n(n+1)/2. n th Square Number.  n = 1 + 3 + … + 2n-1 = Sum of first n odd numbers. n th Square Number.  n =  n +  n-1

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873 views • 85 slides

Announcements

Announcements. Lab 1, how is it going? Accounts all set? Coursecast Readings! Before class! . Data &amp; addressing Integers &amp; floats Machine code &amp; C x86 assembly programming Procedures &amp; stacks Arrays &amp; structs Memory &amp; caches Processes Virtual memory Memory allocation Java vs. C.

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577 views • 46 slides

Representing Integers in a Computer

Representing Integers in a Computer. In this session we examine the constraints of representing whole numbers by a finite number of bits and the implications for arithmetic. The consequences of having only a finite number of digits.

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818 views • 20 slides

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