'Sided dice' diaporamas de présentation

Using , Understanding , Updating , Designing and Implementing Classes

Using , Understanding , Updating , Designing and Implementing Classes. Chapters 5 (5.4) and partially 6 and 7 in Chapter 6, up to 6.2.3 in Chapter 7 concepts of 7.1 and 7.2 are explained, but different examples are given Robot class implementation details.

614 views • 61 slides

Some Basic Probability Concepts

Some Basic Probability Concepts. Some Basic Probability Concepts. Experiments , Outcomes and Random Variables An experiment is the process by which an observation is made.

770 views • 51 slides

A card is drawn from a standard deck of 52 cards. Find each probability.

1. ANSWER. 2. 1. ANSWER. 13. Lesson 10.4 , For use with pages 707-713. A card is drawn from a standard deck of 52 cards. Find each probability. 1. P (a red card). 2. P (a ten). 1. ANSWER. 4. Lesson 10.4 , For use with pages 707-713.

847 views • 50 slides

Statistical significance of alignment scores

Statistical significance of alignment scores. Prof. William Stafford Noble Department of Genome Sciences Department of Computer Science and Engineering University of Washington thabangh@gmail.com. Outline. Responses from last class Revision Hypothesis testing and the p-value

588 views • 46 slides

PROBABILITY

546 views • 45 slides

Nathan/Henry Sparks Raiden Upton-Rowley

551 views • 44 slides

CS322

Week 9 - Wednesday. CS322. Last time. What did we talk about last time? Exam 2 Before that: review Before that: relations. Questions?. Logical warmup. This is an old one, and not especially mathematical Still, it illustrates a useful point

537 views • 36 slides

Students, start your brain cells!

Northern Arizona University Department of Mathematics and Statistics 2014 High School Math Day Face Off. Students, start your brain cells!. If two fair six sided dice are rolled what is the probability that both roll 5 or higher?. [1/9]. 2. [1]. 3. Simplify:.

438 views • 31 slides

Question 1

Question 1. 6. 2. 4. 9. Write down the smallest number you can make. Write down the largest number you can make. Write down an odd number. Question 2. 10. 9. The bar chart shows the people going on a trip. 3 children are on the trip, complete the bar chart.

356 views • 27 slides

Building Java Programs

Building Java Programs. read: 12.5 Recursive backtracking. Exercise: Dice rolls. Write a method diceRoll that accepts an integer parameter representing a number of 6-sided dice to roll, and output all possible arrangements of values that could appear on the dice. diceRoll(2); diceRoll(3);.

261 views • 19 slides

Building Java Programs

Building Java Programs. read: 12.5 Recursive backtracking. Exercise: Dice rolls. Write a method diceRoll that accepts an integer parameter representing a number of 6-sided dice to roll, and output all possible arrangements of values that could appear on the dice. diceRoll(2); diceRoll(3);.

192 views • 19 slides

Binomial Mean & Standard Deviation

Binomial Mean & Standard Deviation. Section 6.3C. It is estimated that 28% of all students enjoy math. If 30 people are selected at random, find the probability that. exactly 18 enjoy math. at least 24 enjoy math. Between 17 and 28 enjoy math . Mean.

305 views • 16 slides

SWE 2 nd GM: Interviewing Improv Games

SWE 2 nd GM: Interviewing Improv Games. Updates. Something SWEet Fundraiser February 21 st at 10pm-1am on the row Churro Truck, Buttermilk, Waffles de Leige , Sweet Arlenes Feb Big/Little Sib Event: Study Date! February 26 th at 7pm-10pm in GFS

249 views • 14 slides

4. Days of the week

404 views • 14 slides

Biased Coins

536 views • 14 slides

Discrete Mathematics CS 2610

Discrete Mathematics CS 2610. November 5, 2008. Probability. We will be focusing on discrete probability. Specifically, we focus on probabilities involving a finite number of equally probable outcomes.

364 views • 7 slides

EXAMPLE 1

SOLUTION. The possible values of X are the integers from 2 to 12 . The table shows how many outcomes of rolling two dice produce each value of X . Divide the number of outcomes for X by 36 to find P ( X ). EXAMPLE 1. Construct a probability distribution.

62 views • 6 slides