Chapter 10: Far Eastern Philosophy. What are the differences between western & eastern philosophy?

Slides:

Advertisements

Similar presentations

1 1 Slide Introduction to Probability Probability Arithmetic and Conditional Probability Chapter 4 BA 201.

Advertisements

Copyright © 2006 Pearson Education, Inc. Publishing as Pearson Addison-Wesley Slide

Confucianism / Daoism.

Chapter 5 Some Important Discrete Probability Distributions

Theoretical and Estimated Probabilities. Theoretical probability is what we would expect to get as an outcome based on their probability. Like tossing.

Math notebook, pencil, and possibly calculator. Definitions  An outcome is the result of a single trial of an experiment.  The sample space of an experiment.

Describing Probability

College Algebra Sixth Edition James Stewart Lothar Redlin Saleem Watson.

TODAY IN GEOMETRY…  Warm Up  Learning Goal: You will find the probability for event given in a two-way table  Independent practice.

3.6: Probabilities Through Simulations Objective: To simulate probabilities using random number tables and random number generators CHS Statistics.

Independence and the Multiplication Rule

1 Binomial Probability Distribution Here we study a special discrete PD (PD will stand for Probability Distribution) known as the Binomial PD.

Finding Theoretical Probability Using an Area Model

Chapter 9 Introducing Probability - A bridge from Descriptive Statistics to Inferential Statistics.

w2iBmRsjs.  State the problem  What is it you want to find out?  Example:  Would a bull in a china shop break things?

Many Experiments can be done with the results of each trial reduced to 2 outcomes Binomial Experiment: There are n independent trials Each trial has only.

Statistics 303 Chapter 4 and 1.3 Probability. The probability of an outcome is the proportion of times the outcome would occur if we repeated the procedure.

Binomial Distributions Calculating the Probability of Success.

Sullivan – Fundamentals of Statistics – 2 nd Edition – Chapter 5 Section 1 – Slide 1 of 33 Chapter 5 Section 1 Probability Rules.

Probability Rules!. ● Probability relates short-term results to long-term results ● An example  A short term result – what is the chance of getting a.

Simple Mathematical Facts for Lecture 1. Conditional Probabilities Given an event has occurred, the conditional probability that another event occurs.

Chapter 5: Probability Distribution What is Probability Distribution? It is a table of possible outcomes of an experiment and the probability of each outcome.

The Practice of Statistics

Expected Value and Standard Error for a Sum of Draws (Dr. Monticino)

Introduction to Probability © Christine Crisp “Teach A Level Maths” Statistics 1.

Finding Theoretical Probability Using an Area Model We are learning to…find the theoretical probability of an event.

LECTURE 14 TUESDAY, 13 OCTOBER STA 291 Fall

Section 11.4 Tree Diagrams, Tables, and Sample Spaces Math in Our World.

Lesson Objective Understand what we mean by a Random Variable in maths Understand what is meant by the expectation and variance of a random variable Be.

MATH 2400 Ch. 10 Notes. So…the Normal Distribution. Know the 68%, 95%, 99.7% rule Calculate a z-score Be able to calculate Probabilities of… X < a(X is.

10-3 Example 1 What is the surface area of the rectangular prism?

WOULD YOU PLAY THIS GAME? Roll a dice, and win $1000 dollars if you roll a 6.

Interview Questions. Can you tell me a little about yourself? Designed to cover four aspects  Early years  Education  Work history  Recent career.

Random Variables Ch. 6. Flip a fair coin 4 times. List all the possible outcomes. Let X be the number of heads. A probability model describes the possible.

Sustaining Your Gains.  Up to 70% of change initiatives fail, impacting: › Best possible care › Staff and provider frustration › Reluctance to engage.

Bernoulli Trials, Geometric and Binomial Probability models.

Power Point by: Marc Prenger. The Society of Mind is broken up into 30 chapters. Each of these chapters is broken up into subsections. As stated in the.

Discrete Math Section 16.3 Use the Binomial Probability theorem to find the probability of a given outcome on repeated independent trials. Flip a coin.

Statistic for the day: Assignment: Read Chapter 22 Do exercises 1, 2, 3, 8, 16 Median age at first marriage yearMenWomen These.

MATH Section 3.1.

Independent and Dependent events. What is the difference between independent and dependent events?  You have three marbles in a bag. There are two blue.

Probability Distributions Table and Graphical Displays.

When could two experimental probabilities be equal? Question of the day.

Buddhism Confucianism Taoism Christianity. BUDDHISM.

PROBABILITY DISTRIBUTIONS DISCRETE RANDOM VARIABLES OUTCOMES & EVENTS Mrs. Aldous & Mr. Thauvette IB DP SL Mathematics.

Binomial Probability Theorem In a rainy season, there is 60% chance that it will rain on a particular day. What is the probability that there will exactly.

Math 1320 Chapter 7: Probability 7.3 Probability and Probability Models.

Basic Probabilities Starting Unit 6 Today!. Definitions  Experiment – any process that generates one or more observable outcomes  Sample Space – set.

AP STATISTICS LESSON AP STATISTICS LESSON PROBABILITY MODELS.

7 th Grade Fourth Quarter Review: Standards 7.9, 7.10, 7.11, and 7.12.

Discrete Math Section 16.1 Find the sample space and probability of multiple events The probability of an event is determined empirically if it is based.

Discrete Random Variables Section 6.1. Objectives Distinguish between discrete and continuous random variables Identify discrete probability distributions.

MATHPOWER TM 12, WESTERN EDITION Chapter 9 Probability Distributions

Binomial Distribution (Dr. Monticino). Assignment Sheet  Read Chapter 15  Assignment # 9 (Due March 30 th )  Chapter 15  Exercise Set A: 1-6  Review.

CHAPTER 5 Probability: What Are the Chances?

“Teach A Level Maths” Statistics 1

Sec. 4-5: Applying Ratios to Probability

“Teach A Level Maths” Statistics 1

5.2 Probability

Experimental probability

Pettit 9-2 Notes D7 : Compute probabilities using tree diagrams

Finding Theoretical Probability Using an Area Model

Chinese Philosophies and Religions

Probability Trees By Anthony Stones.

Theoretical Probability

Directions for using an Area Model:

Genetics and Probability

“Teach A Level Maths” Statistics 1

Finding Theoretical Probability Using an Area Model

x Probability - Independent Events B. Independent Events

Presentation transcript:

Chapter 10: Far Eastern Philosophy

What are the differences between western & eastern philosophy?

What was the purpose of Confucius’s teachings?

What was different about Confucius’s ideas? In re: Who should rule… What should be done about traditions… How one should rule…

How are leaders supposed to conduct themselves/ rule? You have just been hired for a summer job where you will be ______. How would a boss who follows the teachings/ ideas of Confucius operate (“Governing Wise- Li”)? How would the employee operate (A Good Mind Set)? How does the employee benefit from working in this manner?

Describe a frustrating experience you’ve had. How did you handle it?

If you were a good Taoist how would you have handled it differently?

What are the main differences between Taoism & Confucius?

Three Coins (from Materials Three identical coins. Any coin will do, someone use Chinese coins with a square hole inside. Assign 2 to a face and 3 to the other. Usage Drop the coins and sum face values. Draw the corresponding line using the table on the next slide: Repeat other five times way starting from the bottom, moving up. Comment The probability for each outcome is: /2 * 1/2 * 1/2 = 1/ /2 * 1/2 * 1/2 = 1/ /2 * 1/2 * 1/2 = 1/ /2 * 1/2 * 1/2 = 1/ /2 * 1/2 * 1/2 = 1/ /2 * 1/2 * 1/2 = 1/ /2 * 1/2 * 1/2 = 1/ /2 * 1/2 * 1/2 = 1/8 9 This means: Prob( ) = 1/8 = Prob( ) = 3/8 = Prob( ) = 1/8 = Prob( or ) = 4/8 = 0.5 Prob( -> ) = 1/4 = 0.25

6789 I Ching Hexagrams Heads = 2 Tails= 3 Broken line= yin, Continuous line= yang

Interpreting your hexagram: agram_meanings.shtmlhttp:// agram_meanings.shtml

Assignment 1.Flip your coins & do the math to determine what your hexagram looks like 2.Draw your hexagram and label the two parts (see websites for the names of the parts). 3.Write down a brief summary of what your hexagram means 4.Write an application of the meaning to your own life!