'Theoretical probabilities' diaporamas de présentation

Modeling Variation with Probability

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Section 7A: Fundamentals of Probability

Section 7A: Fundamentals of Probability. Section Objectives Define outcomes and event Construct a probability distribution Define subjective and empirical probabilities Compute theoretical probabilities Use the multiplication principle

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Bellwork

Bellwork. Today is Tuesday. Sample Spaces and Probability. Section 10.1. What You Will Learn. Find sample spaces. Find theoretical probabilities. Find experimental probabilities. Probability.

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Intro to Probability

Intro to Probability. PR-L1 Objectives: To understand the basic properties of probability. Learning Outcome B-4.

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Probability

Probability. What is probability?. Thumbtack Experiment. Consider the following experiment: toss 10 thumbtacks up into the air and let them fall on a flat surface How many would you expect to land with the point straight up?. Thumbtack Experiment. Lets try the experiment

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How do you find the probability of pulling a blue marble?

How do you find the probability of pulling a blue marble?. A bag is full of 3 blue, 4 green and 2 red marbles. In this lesson you will learn to find the probability of events with multiple possibilities by combining their probabilities. Theoretical Probability:. 2. 3. 1. 4. 8. 5. 7. 6.

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How can you use the theoretical probability to predict the results from an experiment?

How can you use the theoretical probability to predict the results from an experiment?. If you were to roll a six-sided die 600 times how many times would you predict you would roll a 3 or 6?.

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Basic Terms of Probability

Basic Terms of Probability. Section 3.2. Definitions. Experiment: A process by which an observation or outcome is obtained. Sample Space: The set S of all possible outcomes of an experiment. Event: Any subset E of the sample space S. Probability of an Event.

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MDM4UI

MDM4UI. Unit 3 - Lesson 4. P(A) = n(A) n(S). Probabilities Using Counting Techniques. This section examines methods for determining the theoretical probabilities of successive or multiple events. EXAMPLE 1:.

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Section 10.1

Section 10.1. Introduction to Probability. Probability. Probability is the overall likelihood that an event can occur. A trial is a systematic opportunity for an event to occur. An experiment is one or more trials conducted.

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