CMSC203 Discrete Structures, Sections 0201 & 0301, Spring 2006
Homework Assignments
   -  Section 1.1 Exercise 18, parts a-g  (page 17).
   
 
 
-  Section 1.2 Exercise 7, parts d & e  (page 26).
   
 
 
-  Section 1.3 Exercise 23, parts a-f  (page 41).
   
 
 
-  Chapter 1 Supplementary Exercise 9  (page 115).
   
 Note: You must show your reasoning for this question!
   -  Section 1.5 Exercise 11, parts a-d  (page 74).
   
 
 
-  Section 1.5 Exercise 20, parts a-c  (page 75).
   
 
 
-  see handout: hw2.pdf.
   -  Section 1.7 Exercise 18  (page 95). 
 Note: You must show each side is a subset of the other.
 
 
-  Section 1.7 Exercise 30, part b  (page 95). 
 Note: You must show each side is a subset of the other.
 Also, the definition of ⊕ is given before Exercise 24.
 
 
-  Section 1.8 Exercise 18, parts a-d  (page 109).
 Note: You must give a brief justification for each answer.
 
 
-  Section 1.8 Exercise 44, parts a & b  (page 110).
 Note: Remember to prove both directions of the "if and only if".
   -  Section 1.8 Exercise 66, parts a-c  (page 111).
   
 
 
-  Chapter 1 Supplementary Exercise 42  (page 116).
 Note: You must give an equivalence proof or a counterexample.
 
 
-  Section 2.2 Exercise 20, parts a-c  (page 143).
   
 
 
-  Section 2.2 Exercise 36  (page 143).
   -  Section 2.4 Exercise 42  (page 168).
   
 
 
-  Section 2.4 Exercise 46  (page 168).
   
 
 
-  Section 2.5 Exercise 22, parts c & e  (page 180).
 Note: Show your work.
 
 
-  Section 2.6 Exercise 28, parts a & b  (page 195).
 Note: Show your work.
   -  Section 2.4 Exercise 44  (page 168).
   
 
 
-  Section 3.3 Exercise 8  (page 253). 
 Note: You must write up a formal proof by induction.
 
 
-  Section 3.3 Exercise 20  (page 254).
 Note: You must write up a formal proof by induction.
 
 
-  Section 3.3 Exercise 52  (page 255).
   -  Section 3.4 Exercise 12  (page 271).
 Note: You must write up a formal proof using structural induction.
 
 
-  Section 3.4 Exercise 26, parts a & c   (pages 271-272).
 Note: You must write up a formal proof using structural induction.
 
 
-  Section 3.4 Exercise 44  (page 272).
 Note: You must write up a formal proof using structural induction.
 
 
-  Section 4.1 Exercise 28, parts a-e  (page 311).
   -  Section 4.1 Exercise 46  (page 312).
   
 
 
-  Section 4.1 Exercise 48  (page 312).
   
 
 
-  Section 4.2 Exercise 4  (page 319).
   
 
 
-  Section 4.2 Exercise 14  (page 319).
   
 
 
-  Section 4.3 Exercise 22, parts a, c & e  (page 325).
   
 
 
-  Section 4.3 Exercise 24  (page 325).
For all of the questions on Homework 9, you must show your work.
   -  Section 4.5 Exercise 32  (page 343).
   
 
 
-  Section 4.5 Exercise 46  (page 343).
   
 
 
-  Section 5.1 Exercise 16  (page 361).
   
 
 
-  Section 5.2 Exercise 16  (page 377).
   
 
 
-  Section 5.2 Exercise 24  (page 377).
   -  Section 5.3 Exercise 10  (page 392).
   Show your work.
   
 
 
-  Chapter 5 Supplementary Exercise 16  (page 396).
   Show your work.
   
 
 
-  Chapter 5 Supplementary Exercise 20, parts a, b & c   (pages 396-397).
   Show your work.
   
 
 
-  Section 7.1 Exercise 6, parts a, c, & d   (page 480).
   Briefly justify your answers.
   -  Section 7.5 Exercise 16  (page 513).
   Briefly justify your answer.
   
 
 
-  Section 7.5 Exercise 40  (page 515).
   
 
 
-  Section 7.5 Exercise 42, parts a, b & c   (page 515).
   Justify your answers.
   
 
 
-  Section 7.6 Exercise 28, parts a, c, e & f   (page 529).
   -  Section 8.2 Exercise 42  (page 556).
   
 Note: "complementary graph" is defined in 
   Exercise 41.
 
 
-  Section 8.3 Exercise 36  (page 565).
   
 
 
-  Section 8.3 Exercise 38  (page 565).
   
 
 
-  Section 8.4 Exercise 12, parts a, b & c  (page 575).
   
 
 
-  Section 8.5 Exercise 2  (page 588).
   -  Section 8.7 Exercise 6  (page 611).
   
 
 
-  Section 8.7 Exercise 8  (page 611).
   
 
 
-  Section 8.7 Exercise 20  (page 612).
   
 
 
-  Section 8.7 Exercise 22  (page 612).
   
 
 
-  Section 9.2 Exercise 8  (page 657).
Last Modified:
22 Jul 2024 11:28:04 EDT
by
Richard Chang
 to Spring 2006 CMSC 203 Section Homepage
to Spring 2006 CMSC 203 Section Homepage