CSC B58 Winter 2016
Assignment 1 Boolean Logic, Circuits, and Boolean Algebra
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The due date for this assignment is: Wed. Jan. 27, at 10am
(hand this in at the beginning of lecture)
Name (last, first):
Student No.:
I certify that I have read the UTSC poli

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CSC B58 Winter 2016
Assignment 3 Some Assembly Required
The due date for this assignment is: Fri. Apr. 1, at 12noon
(Place your written work in the CSCB58 drop box, code
submitted electronically on mathlab)
Name (last, first):
Student No.:
I certify tha

CSC B58 Winter 2016
Assignment 2 Binary arithmetic and Memory Banks
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The due date for this assignment is: Wed. Feb. 24, at 10am
(beginning of lecture)
Name (last, first):
Student No.:
I certify that I have read the UTSC policy on academic honesty
and pla

Problem Set: Simple latches and flip-flops
Complete the timing diagrams for the circuits below. Assume all flip-flops
are edge-triggered and change state on the downward edge of the clock
pulse.
Handout written by Silviu Jingoi for CSC B58, August 30, 201

Problem Set: Boolean Algebra
Simplify the following expression using Boolean algebra identities
(A+B) (A'+B) B'
Use DeMorgan's Theorem to simplify the following expression to its DNF.
(AB'C)' (ABC')')' + A'B'C + (A' + B' + C')'
Prove using truth tables wh

Problem Set: Binary Arithmetic
Perform the following additions
0100 1101
+ 1001 1111
1011 1001
+ 0110 1101
Compute two's complement for the following binary numbers
0101 1001
1001 0000
Perform the following operations using 6-bit binary arithmetic. Use tw