# set theory: By using any appropriate law covered in this topic (Set Theory), simplify the…

NMN 10/11 “excellent does not an clothing, but it comes through a oppressive effort!” Page 1 FACULTY OF INDUSTRIAL SCIENCES & TECHNOLOGY SUBJECT: FUNDAMENTAL DISCRETE STRUCTURE CODE: BUM1213 TOPIC: CHAPTER 1,2,6 & 7 ASSESSMENT: ASSIGNMENT NO: 1 DUE/DURATION: 4TH JULY 2011 ASSIGNMENT 1 Rules: 1. Your assignment meet must be in emblem format and must consist of UMP Logo, Name of matter and Lecture’s Name. Also, content set-forth distinctly on your assignment’s meet: i. Name ii. Section iii. Student ID 2. Submit on(OR BEFORE) 4TH JULY 2011 antecedently 5pm AT MY OFFICE. 3. Each bunch must possess THREE members solely(cannot abound). 4. Show your element calculations. 5. Make abiding your effort is handsome and orderly. 6. Honesty is the best prudence. 7. 20% obtain subtract if u are deceased and another 20% if you are not prosper any rules. QUESTION 1: By using any divert law healed in this question (Set Theory), elucidate the prospering: (Hint: Refer sample as your guideline) (a) (A?B)?(A?B) (c) (A?B)?(A?B) (*ex.) A?(A?B) Solution: ( ) ( ) ( ) Distributive law for intersection ( ) Identity laws A A B A A A B A B A B ? ? ? ? ? ? ? ? ? ? ? ? NMN 10/11 “excellent does not an clothing, but it comes through a oppressive effort!” Page 2 QUESTION 2: By using any divert law discussed in this question (Set Theory), fulfill the set-forthment (A?B)?(A?B?C)?A ?U . QUESTION 3 Given wxyz ?wxyz ?wxyz ?wxyz ?wxyz ?wxyz ?wxyz ?wxyz ?wxyz . Use a K-map to invent a minimal expatiation of this Boolean. Hence, entice a Boolean circumference for your minimal expatiation. QUESTION 4 Prove ? ?2 2 1 1 2 3 ... 8 n n ? ? ? ? ? ? using prosaic gathering.

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