'Geometric probability' diaporamas de présentation

Algebra-2

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Geometric Probability

Geometric Probability. Warm Up. Lesson Presentation. Lesson Quiz. Holt McDougal Geometry. Holt Geometry. Warm Up Find the area of each figure. 1. 3. 3 points in the figure are chosen randomly. What is the probability that they are collinear?. A = 36 ft 2. 2. 0.2. A = 20 m 2.

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Splash Screen

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9-6

9-6. Geometric Probability. Holt Geometry. Warm Up Find the area of each figure. 1. 3. 3 points in the figure are chosen randomly. What is the probability that they are collinear?. 2. Objectives. Calculate geometric probabilities.

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Warm Up Find the area of each figure. 1.

Warm Up Find the area of each figure. 1. 3. 3 points in the figure are chosen randomly. What is the probability that they are collinear?. A = 36 ft 2. 2. 0.2. A = 20 m 2. Objectives. Calculate geometric probabilities.

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Section 7.6: Circles and Arcs Section 7.7: Areas of Circles, Sectors, and Segments

Section 7.6: Circles and Arcs Section 7.7: Areas of Circles, Sectors, and Segments Section 7.8: Geometric Probability. Review of Circles. You name a circle by its center point: circle P. Formulas: Area A = ?r 2 Circumference C = 2 ?r = ?d

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Calculate geometric probabilities.

Objectives. Calculate geometric probabilities. Use geometric probability to predict results in real-world situations. If every outcome in the sample space is equally likely, the theoretical probability of an event is. Remember that in probability, the set of

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11.6 Geometric Probability

11.6 Geometric Probability. What are the odds?. Definition of Probability. The extent to which something is probable. It is a percent of outcome divide by possible outcomes between 0% and 100%. Geometric Probability is the percent of being in a given area divide by all the whole area.

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DRILL

DRILL. Find the volume of a cone with a height of 9 and a base that has a radius of 6. Find the volume of a square pyramid that has a height of 12 and the base a a side length of 7. 6.6 Volume and Surface Area of a Sphere. Surface Area of a Sphere. The surface area of a sphere is equal to:

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11.5 Geometric Probability

11.5 Geometric Probability. By Sara Wojcak and Nicole Groves ?. Objectives. Solve problems involving geometric probability Solve problems involving sectors and segments of circles. Geometric Probability.

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Bellwork

No Clickers. Bellwork. 1. 1. 1. 1. 1. Which is larger? The area of the blue region or the area of the red region?. 14. What is the probability of rolling a 4 and a 5 on a pair of dice?. Bellwork Solution. 1. 1. 1. 1. 1.

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8.2 The Geometric Distribution

8.2 The Geometric Distribution. What is the geometric setting? How do you calculate the probability of getting the first success on the n th trial? How do you calculate the means and variance of a geometric distribution?

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Geometric Probability

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10.8 Geometric Probability

10.8 Geometric Probability. Geometry. Objectives/DFA/HW. Objectives SWBAT use segment & area models to find the probabilities of events. DFA p.585 #16 HW pp. 584-586 (2-42 even) REMINDER: CH 10 TEST IS Thursday!!!. Finding a Geometric Probability.

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11.6 Geometric Probability

11.6 Geometric Probability. Geometry Mrs. Spitz Spring 2006. Objectives/Assignment. Find a geometric probability. Use geometric probability to solve real-life problems. Assignments: pp. 701-701 #1-25 all AND Ch. 11 Review pp. 708-710 #1-34. REMINDER: CH 11 TEST IS FRIDAY!!!.

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Geometric Probability

Lesson 7.4B M.3.G.1 Calculate probabilities arising in geometric contexts (Ex. Find the probability of hitting a particular ring on a dartboard.)

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12.3: An Introduction to Probability

12.3: An Introduction to Probability. The probability indicates the likelihood that an event will occur. It is given by a number between 0 and 1. P=0.5. P=0. P=1. The event will occur. The event is equally likely to occur or not occur. The event will not occur.

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Finding a Geometric Probability

Finding a Geometric Probability. A probability is a number from 0 to 1 that represents the chance that an event will occur. Assuming that all outcomes are equally likely, an event with a probability of 0 cannot occur.

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Geometric Probabilty 11.7

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Section 10-8 Geometric Probability

Section 10-8 Geometric Probability. Objectives: use segment and area models to calculate the geometric probability of events. Geometric Probability: Let points on a number line represent outcomes Find probability by comparing measurements of sets of points

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