Classroom Technology Professor Richard Anderson Department of Computer Science and Engineering

Slides:



Advertisements
Similar presentations
Choose the right picture
Advertisements

The Classroom Presenter Project Professor Richard Anderson Department of Computer Science and Engineering
1 1 Classroom Presenter 3 Richard Anderson Ruth Anderson Dept of Computer Science & Engineering University of Washington Demo.
Oct. 17, 2003HP Mobility Conference Classroom Presentation and Interaction with Tablet PCs Richard Anderson & Steve Wolfman Department of Computer Science.
Technology in Education Richard Anderson Department of Computer Science and Engineering University of Washington Seattle, Washington, USA March 28, 2006.
A Study of Digital Ink to Inform the Scaling of a Classroom Interaction System Richard Anderson, Ruth Anderson, Krista M. Davis, Craig Prince, Valentin.
The Classroom Presenter Project Professor Richard Anderson Department of Computer Science and Engineering University of Washington
Classroom Presenter Using the Tablet PC to support Classroom Interaction Richard Anderson University of Washington June 14, 2006.
The Classroom Presenter Project Richard Anderson University of Washington.
Classroom Interaction with the Tablet PC Richard Anderson, UW Dec 5, 2006 US Air Force Academy.
Classroom Technology: ConferenceXP and Classroom Presenter Richard Anderson Department of Computer Science and Engineering University of Washington.
Valentin Razmov, Richard Anderson {valentin,
Classroom Presenter Krista Davis.
Tutored Video Instruction + Classroom Interaction Richard Anderson University of Washington DLAC Workshop June 8, 2006.
The Classroom Presenter Project Richard Anderson University of Washington.
Classroom Presenter: Using Tablet PCs to promote classroom interaction Ruth Anderson University of Virginia Beth Simon University.
Classroom Presenter Using the Tablet PC to support Classroom Interaction Richard Anderson University of Washington July 10, 2006.
Oct. 17, 2003HP Mobility Conference Classroom Presentation and Interaction with Tablet PCs Richard Anderson & Steve Wolfman Department of Computer Science.
Classroom Presenter 3 Richard Anderson Ruth Anderson Andrew Whitaker Fred Videon Department of Computer Science and Engineering University of Washington.
Supporting Classroom Interaction with Networked Tablet PCs Richard Anderson Professor of Computer Science and Engineering University of Washington.
Classroom Interaction with the Tablet PC Richard Anderson February 2, 2006 HP Technology for Teaching Conference.
The Classroom Presenter Project Richard Anderson University of Washington.
Classroom Presenter: Using Tablet PCs to promote classroom interaction Richard Anderson University of Washington
Angel: Interactive Computer Graphics 4E © Addison-Wesley 2005 Sampling and Aliasing Ed Angel Professor of Computer Science, Electrical and Computer Engineering,
May Using the Tablet PC to Support Classroom Instruction Richard Anderson Professor and Associate Chair Department of Computer Science and Engineering.
Classroom Interaction with the Tablet PC (Demo) Richard Anderson, University of Washington May 18, 2006 Microsoft Research Academic Summit Guadalajara,
Classroom Presenter Professor Richard Anderson Department of Computer Science and Engineering
Classroom Presenter: Supporting Active Learning with the Tablet PC Richard Anderson University of Washington March 19, 2007 Asia-Pacific Regional Workshop.
The Classroom Presenter Project Richard Anderson University of Washington.
Formal Probability. The sum of probabilities for all possible outcomes of a trial must equal 1. Example: Flipping a Coin S = {Heads, Tails} P(H) = 0.5.
Simple Mathematical Facts for Lecture 1. Conditional Probabilities Given an event has occurred, the conditional probability that another event occurs.
Classroom Technology Professor Richard Anderson Department of Computer Science and Engineering
Classroom Presenter: Using Tablet PCs to promote classroom interaction Richard Anderson University of Washington
Warm-Up remember?
VOCABULARY CHECK Prerequisite Skills Copy and complete using a review word from the list: data, mean, median, range, outcome, probability of an event.
Richard Anderson Department of Computer Science and Engineering University of Washington.
List one thing that has a probability of 0?. agenda 1) notes on probability 2) lesson 1 example 1, 2 Exercise 5-8 Problem set 1-3 3)start lesson 3.
Overview Of Probability Distribution. Standard Distributions  Learning Objectives  Be familiar with the standard distributions (normal, binomial, and.
Bernoulli Trials, Geometric and Binomial Probability models.
A very good way of working out complicated probability problems is to draw them. The best way of drawing them is to make a probability tree.
3.4 Elements of Probability. Probability helps us to figure out the liklihood of something happening. The “something happening” is called and event. The.
Classroom Presenter Richard Anderson Natalie Linnell Valentin Razmov.
Independent and Dependent Events Lesson 6.6. Getting Started… You roll one die and then flip one coin. What is the probability of : P(3, tails) = 2. P(less.
Tail Score 11Tail Score 8 Tail Score 9 Tail Score 10Tail Score 7 Tail Score 6.
How likely are you to have earned a “A” on the test?
Probability. We use the word probably when there is some level of ignorance as to what an outcome will be.
Choose the right picture Choose the right word. 5.
3 STUDENT ASSESSMENT DEPARTMENT
1.A true-false quiz has five questions. Use the Fundamental Counting Principle to find the total number of ways that you can answer the quiz. 2. You spin.
PROBABILITY bability/basicprobability/preview.we ml.
AP STATISTICS LESSON AP STATISTICS LESSON PROBABILITY MODELS.
Thoughts on the future of computing
Relative Frequency.
Pettit 9-2 Notes D7 : Compute probabilities using tree diagrams
PROBABILITY The probability of an event is a value that describes the chance or likelihood that the event will happen or that the event will end with.
How many different ways can 8 people be seated in a row of 8 seats
Probability Trees By Anthony Stones.
Introduction to: PROBABILITY.
The Binomial and Geometric Distributions
10.1 Notes: Theoretical and experimental probability
Accelerated Precalculus
Introduction to Algorithms
Probability and Punnett Squares
Classroom Technology Professor Richard Anderson
12.5 Independent and Dependent Events
“And” Probabilities.
MAS2317- Introduction to Bayesian Statistics
Bellwork: 5/13/16 Find the theoretical probability of each outcome
Engineering Design Process
An introduction to computing
Presentation transcript:

Classroom Technology Professor Richard Anderson Department of Computer Science and Engineering

Draw a picture of yourself To submit your picture, first press Select All, and then Send Selection

Classroom Presenter

Student Attention vs. Time Attention Time

Problem Solving You have three coins: –One coin with two heads, one coin with two tails, and one coin with a head and a tail Suppose you choose a coin at random, flip it in the air and it lands heads. –What is the probability that its other side is a head?

Classroom Assessment What is the population of the following countries –Indonesia –Egypt –France –Brazil –Mexico

Brainstorming What challenges might arise if students are allowed to use Tablet PCs in the Classroom?

CLASSROOM PRESENTER For more information, contact