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Study Guides for Computer Science at University of British Columbia (UBC)

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UBCCPSC 121Frederick ShepherdWinter

CPSC 121- Final Exam Guide - Comprehensive Notes for the exam ( 86 pages long!)

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UBCCPSC 259Geoffrey TienWinter

CPSC 259- Final Exam Guide - Comprehensive Notes for the exam ( 40 pages long!)

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UBCCPSC 320AllWinter

CPSC 320 Final: CPSC 320 Final Exam 2017

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Each examination candidate must be prepared to produce, upon the request of the invigilator or examiner, his or her ubccard for identification. Examina
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UBCCPSC 320AllWinter

CPSC 320 Final: cpsc-320-2014W2-final-practice1

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R x 0 y=1 y = x(x+1) R x 0 y=0 2y = 2x+1 1 r x 0 . ) + f (n) r a 1 b > 1 t st r r st t s t r . F (n) o(nc) r c < logb a t t (n) (nlogb a) . R s st t k
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UBCCPSC 121AllFall

CPSC 121 Final: CPSC121 Final Exam 2016 Winter with Solution

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UBCCPSC 121AllFall

CPSC 121 Study Guide - Final Guide: Children'S Book Council Of Australia, Prime Number, Memory Address

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Read these instructions now: you have 150 minutes to write the ?? questions on this exam, a total of ?? marks are available. You may want to complete w
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UBCCPSC 121AllFall

CPSC 121 Study Guide - Final Guide: Boolean Function, Sequential Logic, Regular Expression

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{ medium-easy } consider the following two columns containing logical expres- sions, set expressions, and circuits. Each element of the rst column is e
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UBCCPSC 121AllFall

CPSC 121 Study Guide - Final Guide: Regular Expression, Vivarium Inc., Sorting Algorithm

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This exam is open-book, and you may use any written or printed materials to assist you. You may not use any electronic devies, though (e. g. , calculat
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UBCCPSC 121AllFall

CPSC 121 Study Guide - Final Guide: Surjective Function, Brie, Perfect Number

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Explain brie y the di erence between the purpose of a half-adder and that of a full- adder. Solution : a half-adder computes the sum of two bits. A ful
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UBCCPSC 221Will EvansFall

CPSC 221 Study Guide - Final Guide: Soot

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UBCCPSC 121George TsiknisWinter

CPSC 121 Study Guide - Final Guide: Binary Logarithm, Binary Search Algorithm, Mathematical Induction

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Prove that every positive integer n greater than 1 can be written as a product of primes. Proof: we prove the result by induction on n. We can write n
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UBCCPSC 313Patrice BellevilleFall

CPSC 313 Study Guide - Final Guide: Memory Management Unit, Hlah, Beaufort Scale

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Decode: dste ra or rb if concerned with write-back, else f, dstm ra or rb if reading from mem (valm ) else f. Execute vale what the alu computes (! 0 +
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