UNIVERSITY OF CALIFORNIA, SAN DIEGO Department of Electrical and Computer Engineering Bang-Sup Song ECE264C Home Work #4 (Due: 11/2/10) A Miller-compensated two-stage opamp is designed for the 3b MDAC given in HW#3. Use the same capacitor values and switc
CSE 20: Discrete Mathematics
Fall 2010
Problem Set 1
Instructor: Daniele Micciancio Due on: Wed. October 6, 2010
This homework assignment is based on Sections 1.1 and 1.2 of the textbook. If you are stuck on any of the problems, give a more careful read t
UNIVERSITY OF CALIFORNIA, SAN DIEGO Department of Electrical and Computer Engineering Bang-Sup Song ECE264C Fall 2010 TuTh 11:00-12:20
Home Work #1 (Due: October 5, 2010) Assume that three 12b ADCs have static transfer functions as shown below. First two
CSE 105: Introduction to the Theory of Comptuation
Fall 2010
Problem Set 6
Instructor: Daniele Micciancio Due on: Fri. Nov 19, 2010
Problem 1
Consider a context free grammar G over the alphabet cfw_0, 1. Any such a grammar can be described as a string of
CSE 20: Discrete Mathematics
Fall 2010
Problem Set 6
Instructor: Daniele Micciancio Due on: Fri Nov 19, 2010
In addition to the problems below, you should also solve the following problems from the textbook for additional training, but without submitting
CSE 105: Introduction to the Theory of Comptuation
Fall 2010
Problem Set 5
Instructor: Daniele Micciancio Due on: Wed. Nov 10, 2010
Problem 1
Let BIGGER be the set of all strings over the alphabet cfw_0, 1, > of the form x > y , where x and y are binary n
CSE 20: Discrete Mathematics
Fall 2010
Problem Set 5
Instructor: Daniele Micciancio Due on: Wed Nov 10, 2010
In addition to the problems below, you should also solve the following problems from the textbook for additional training, but without submitting
CSE 20: Discrete Mathematics
Fall 2010
Problem Set 4
Instructor: Daniele Micciancio Due on: Wed. Nov 3, 2010
Problem 1 (6 points)
Let A, B and C be subsets of U . Prove or disprove each of the following statements using Venn diagrams: 1. (A \ B ) \ C = A
CSE 105: Introduction to the Theory of Comptuation
Fall 2010
Problem Set 4
Instructor: Daniele Micciancio Due on: Wed. Nov 3, 2010
Guidelines: Same as for homework 1. Solutions to the homework should be submitted electronically using turnin, and you shoul
CSE 123 Fall 2010 Homework 1
Due 10/7/2010 beginning of class.
Exercise 1
Dry loop DSL is a DSL connection that does not include a POTS (plain old telephone service) connection - this frees up some room on the line for more bandwidth to your DSL modem, in
CSE 105: Introduction to the Theory of Comptuation
Fall 2010
Problem Set 1
Instructor: Daniele Micciancio Due on: Wed. Oct 6, 2010
Guidelines: solutions to the homework should be submitted electronically, following the instructions on the class website. A
CSE 20: Discrete Mathematics
Fall 2010
Problem Set 1 Solutions
Instructor: Daniele Micciancio
Problem 1
1. (q r) p 2. p (q r) 3. If you cant vote, you are under 18 or you are from Mars. 4. p (q r) (By DeMorgans law, this is the same as p (q r) )
5. If you
CSE 20: Discrete Mathematics
Fall 2010
Problem Set 3
Instructor: Daniele Micciancio Due on: Wed. Oct. 20, 2010
Problem 1 (10 points)
(a) Use the well-ordering principle to prove that every positive integer number is either even or odd, where even(n)=x Z.n
CSE 105: Introduction to the Theory of Comptuation
Fall 2010
Problem Set 3
Instructor: Daniele Micciancio Due on: Wed. Oct. 20, 2010
Guidelines: Same as for homework 1. Solutions to the homework should be submitted electronically using turnin, and you sho
Homework 3
1
DNS
Suppose you have a Host C, a local name server L, and authoritative name servers Aroot , Acom , and Agoogle.com , where the naming convention Ax means that the name server knows about the name zone x. Ax is a variable and NOT a hostname.
CSE 20: Discrete Mathematics
Fall 2010
Problem Set 3
Instructor: Daniele Micciancio Due on: Wed. Oct. 20, 2010
Problem 1 (10 points)
Recall the well-ordering principle presented in class on Monday: Fact 1. (Well Ordering principle) Every non-empty set S o
UNIVERSITY OF CALIFORNIA, SAN DIEGO Department of Electrical and Computer Engineering Bang-Sup Song ECE264C Fall 2010 TuTh 11:00-12:20
Home Work #3 (Due: October 21, 2010) A 3b MDAC during the amplification phase is shown below together with its residue p
CSE 20: Discrete Mathematics
Fall 2010
Problem Set 2 Answers
Instructor: Daniele Micciancio Due on: Wed. Oct. 13, 2010
Problem 1 (6 points)
. 1. x Z.y Z.x < y (a) For every integer, there is an integer which is larger. (b) (x Z.y Z.x < y ) x Z.(y Z.x < y
CSE 123 Fall 2010 Homework 2
Due 10/21/2010 beginning of class.
Exercise 1
Consider a network where the sliding window protocol is in use with SWS = RWS = 2 frames and a one-way delay 100ms (i.e. for a frame sent at time t, it arrives at t + 100). Assume
CSE 20: Discrete Mathematics
Fall 2010
Problem Set 2
Instructor: Daniele Micciancio Due on: Wed. Oct. 13, 2010
Problem 1 (6 points)
For each of the following statements (a) formulate the statement in English without using mathematical symbols, (b) write t
UNIVERSITY OF CALIFORNIA, SAN DIEGO Department of Electrical and Computer Engineering Bang-Sup Song ECE264C Fall 2010 TuTh 11:00-12:20
Home Work #2 (Due: October 14, 2010) As discussed in the class, the following is a standard bottom-plate S/H circuit. No
CSE 20: Discrete Mathematics
Fall 2010
Problem Set 4
Instructor: Daniele Micciancio Due on: Wed. Nov 3, 2010
Problem 1 (6 points)
Let A, B and C be subsets of U . Prove or disprove each of the following statements using Venn diagrams: 1. (A \ B ) \ C = A