Asymptotic Notation In-Class Quiz. On the exam, you are asked to prove that 6n 25 + 25n 13 – 938n 4 – 1643 = Ω(n 22 ) What is the first step? 1.Panic.

Slides:



Advertisements
Similar presentations
Graphs: basic definitions and notation Definition A (undirected, unweighted) graph is a pair G = (V, E), where V = {v 1, v 2,..., v n } is a set of vertices,
Advertisements

E-2020 Science Classes New Year 2012 Procedures. Vocabulary Write each vocabulary word Each definition, in your own words if possible Draw a picture to.
CPSC 320: Intermediate Algorithm Design & Analysis Asymptotic Notation: (O, Ω, Θ, o, ω) Steve Wolfman 1.
1.6 Limits involving infinity. Infinite limits Definition: The notation (read as “the limit of of f(x), as x approaches a, is infinity”) means that the.
Central Tendency 2011, 9, 27. Today’s Topics  What is central tendency?  Three central tendency measures –Mode –Median * –Mean *
CS 104 Introduction to Computer Science and Graphics Problems Data Structure & Algorithms (1) Asymptotic Complexity 10/28/2008 Yang Song.
According to properties of the dot product, A ( B + C ) equals _________. A) (A B) +( B C) B) (A + B) ( A + C ) C) (A B) – ( A C) D) ( A B ) + ( A C) READING.
Definition of Function. Picture of a Function Definition of Function Illustration There is a domain, a range, and a rule. An arrow emanates from each.
MAT 1235 Calculus II Section 6.8 Indeterminate Forms and L’Hospital Rule
THE BEST CLASS EVER…ERRR…. PRE-CALCULUS Chapter 13 Final Exam Review.
MAT 3749 Introduction to Analysis Section 2.1 Part 3 Squeeze Theorem and Infinite Limits
Warm-up 1.Find f(12). 2.f(x)=140. Find x.. Answer 1.f(12) = 1 2. f(9) = 140.
Chapter 2.2 Algebraic Functions. Definition of Functions.
Vocabulary Chapter 4 unlike fractions unlike fractions terminating decimal - I will give you the definition for this one!! terminating decimal - I will.
6) 7) 8) 9) 10) 11) Go Over Quiz Review Remember to graph and plot all points, holes, and asymptotes.
Warm-upWarm-up Determine and the domain of each Section 4.2 One-to-One and Inverse Functions.
1.Unit 10 Lesson 4b 2.CaHSEE Boot Camp 3.Assignment Check.
Translations. Definitions: Transformations: It is a change that occurs that maps or moves a shape in a specific directions onto an image. These are translations,
Rational Numbers ~ Rational Numbers and the Absolute Value Rational Numbers ~ Rational Numbers and the Absolute Value.
Sigma Notations Example This tells us to start with k=1 This tells us to end with k=100 This tells us to add. Formula.
Relations Over Asymptotic Notations. Overview of Previous Lecture Although Estimation but Useful It is not always possible to determine behaviour of an.
Operating With Scientific Notation 3-4 In order for this presentation to work, you need to go to “Slide Show” in the top tool bar, and click on “Play”
Asymptotic Analysis CSE 331. Definition of Efficiency An algorithm is efficient if, when implemented, it runs quickly on real instances Implemented where?
Math 1411 Chapter 1: Limits and Their Properties 1.5 Infinite Limits.
Lesson 3.5 Limits at Infinity. From the graph or table, we could conclude that f(x) → 2 as x → Graph What is the end behavior of f(x)? Limit notation:
Warm up and review for quiz tomorrow Simplify the following 1) x 2 x x 5 x 2)5x 5 4x 9 3) (3y 7 f 3 ) 3 4) 5) 6) 7)
Derivative Notation and Velocity. Notation for the Derivative.
Objective: Find the dot product of two vectors. Find the angle between two vectors. Dot product definition Example 1 Find the dot product. v = 2i – j w.
Larry DeBoer Purdue University February 26, 2016.
3.5 Polynomial and Rational Inequalities. Solving inequalities – true/false quiz True or False. 1.True or False. The solution set of is x > 4 2. True.
Rational Functions Review. Simplify Simplify.
Mechanical Definitions & Equations Terms we need to know Equations we need to know.
Chapter 2 Graphing Review. #1 Find all vertical asymptotes and holes in the graph.
Self-Esteem 7 Steps For Building Self- Esteem Page 5.
EXAMPLE FORMULA DEFINITION 1.
LINCS Tables List the parts Identify a reminding word
Section Inverse Functions
1.2 Finding Limits Numerically and Graphically.
Make Your Own Quiz.
MTH 208 Education for Service/tutorialrank.com
Section 5.4 Limits, Continuity, and Rational Functions
O-notation (upper bound)
Find the Maclaurin series for f (x) using the definition of a Maclaurin series. {image} {image} none of those
Rational Functions and Asymptotes
3-3 Proving Lines Parallel
Neuroanatomy Exam.
Exploratory Exercises
Unit 8 Exam Tips Feedback from the examiners
Test2 Prep Format: >15-20 Multiple Choice Qs (60-75%)
Let
Graphing Simple Rational Functions p 381
2.2 Finding Limits Numerically
CSE 373, Copyright S. Tanimoto, 2002 Asymptotic Analysis -
Algorithms Lecture #07 Dr.Sohail Aslam.
SPH3U Exam Review January 2017.
Unit 1 Exam Tips Feedback from the examiners
ALGEBRA 1 FINAL EXAM REVIEW QUESTIONS.
Pre-Calculus Go over homework End behavior of a graph
27 – Graphing Rational Functions No Calculator
Functions and Relations
Quiz – Lives of Stars.
The LINCS Table NAME:_________________ Date: _________________
Final Exam Part 1 (optional but recommended)
Inequalities TRUE FALSE.
Today in Pre-Calculus Go over homework.
Section 5.4 Limits, Continuity, and Rational Functions
Tissue Formative Quiz.
BIT 142:Programming & Data Structures in C#
2.2 Infinite Limits and Limits at Infinity
Presentation transcript:

Asymptotic Notation In-Class Quiz

On the exam, you are asked to prove that 6n n 13 – 938n 4 – 1643 = Ω(n 22 ) What is the first step? 1.Panic 2.State the definition of Ω 3.Find n 0 and c that satisfy the definition of Ω 4.Go to the bar and drink self into a stupor (over 21 only)

On the exam, you are asked to prove that 6n n 13 – 938n 4 – 1643 = Ω(n 22 ) What values of n 0 and c satisfy the definition of Ω in this case? 1.n 0 = 1, c = 6 2.n 0 = 1, c = 31 3.n 0 = 10, c = 1/n 3 4.n 0 = 10, c = None; this function is not Ω(n 22 )