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CS302  Digital Logic Design Assignment No. 1 Solution Fall 2016 Due Date: Nov 14, 2016
Assignment No. 01 Topics Covered: Number systems to Boolean Algebra & Logic Simplification 
Total Marks: 20
Due Date: 14 Nov, 2016 

Objectives: To understand different Number Systems with its conversion from one to another and Boolean Algebra with its implementation with Logic Gates. Instructions: Please read the following instructions carefully before submitting assignment: It should be clear that your assignment will not get any credit if:
Note: All types of plagiarism are strictly prohibited. For any query about the assignment, contact at CS302@vu.edu.pk




Important! You have to provide all the steps of processing in all questions otherwise, marks will be deducted. Question No. 01 5 Marks In the binary number system, we represent numeric values using two different symbols which is typically 0 and 1. Suppose we have a tertiary number system, which consists of three different symbols i.e. 0, 1 and 2. You have to perform the following operation defined in a given expression where we have to subtract a tertiary number from a decimal number and have to express the output in a binary number system. (576)_{10} – (110002)_{3} = (_?_)_{2}
Question No. 02 (a) 7 Marks Suppose we have a digital circuit expressed through the following truth table. You have to write simplified Boolean expression using Boolean Algebra. Note: You have to write the Boolean Algebra Rule name for each simplification step.
Question No. 02 (b) 8 Marks Draw the circuit diagram for the simplified Boolean expression obtained from Question No. 02 (a).


BEST OF LUCK 
Tags: , 1, 14, 2016, Assignment, CS302, Date:, Design, Digital, Due, More…Fall, Logic, No., Nov, Solution
Solution of Question 1 is in attachment...
Correct
Nh mere bhai Base 2 me answer dyna he na k base 3 me
yes brother, its true... but 75% correct.. cuz ab is answer ko binary mein convert karna baki... overall sahi hai
g
(576)_{10} = (1001000000)_{2}
(110002)_{3} = (101010000)_{2}
(1001000000)_{2} – (1001010000)_{2} = (11111010)_{2}
Question No. 02 (a) ka koi idea dyn plz
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