Presentation is loading. Please wait.

Presentation is loading. Please wait.

Lesson 1-3 Example 2 1-3 Example 2 A drawer of socks contains 6 pairs of white socks, 6 pairs of blue socks, and 3 pairs of black socks. What is the probability.

Published byBarnard Evans Modified over 9 years ago

Similar presentations

Presentation on theme: "Lesson 1-3 Example 2 1-3 Example 2 A drawer of socks contains 6 pairs of white socks, 6 pairs of blue socks, and 3 pairs of black socks. What is the probability."— Presentation transcript:

1 Lesson 1-3 Example 2 1-3 Example 2 A drawer of socks contains 6 pairs of white socks, 6 pairs of blue socks, and 3 pairs of black socks. What is the probability of choosing a pair of black or blue socks if you take 1 pair from the drawer without looking? 1.How many pairs of socks are blue or black? 9

2 Lesson 1-3 Example 2 1-3 Example 2 A drawer of socks contains 6 pairs of white socks, 6 pairs of blue socks, and 3 pairs of black socks. What is the probability of choosing a pair of black or blue socks if you take 1 pair from the drawer without looking? 2.How many pairs of socks are in the drawer in all? 15

3 Lesson 1-3 Example 2 1-3 Example 2 A drawer of socks contains 6 pairs of white socks, 6 pairs of blue socks, and 3 pairs of black socks. What is the probability of choosing a pair of black or blue socks if you take 1 pair from the drawer without looking? 3.Write a ratio for the P(black or blue).

4 Lesson 1-3 Example 2 1-3 Example 2 A drawer of socks contains 6 pairs of white socks, 6 pairs of blue socks, and 3 pairs of black socks. What is the probability of choosing a pair of black or blue socks if you take 1 pair from the drawer without looking? 4.Write the fraction in simplest form.

5 Lesson 1-3 Example 2 1-3 Example 2 A drawer of socks contains 6 pairs of white socks, 6 pairs of blue socks, and 3 pairs of black socks. What is the probability of choosing a pair of black or blue socks if you take 1 pair from the drawer without looking? 5.When you take a pair of socks without looking, the probability the socks will be blue or black is three-fifths.

Download ppt "Lesson 1-3 Example 2 1-3 Example 2 A drawer of socks contains 6 pairs of white socks, 6 pairs of blue socks, and 3 pairs of black socks. What is the probability."

Similar presentations

NATALIA SIVACKOVA Introduction to Probability. Equally Likely Events Coin toss example: Probability of result is ½ Dice example: Probability of result.

NATALIA SIVACKOVA Introduction to Probability. Equally Likely Events Coin toss example: Probability of result is ½ Dice example: Probability of result.
Mega Math Mania An Interactive Videoconference Competition for Math Problem Solving.

Mega Math Mania An Interactive Videoconference Competition for Math Problem Solving.
6.16 The student will compare and contrast dependent and independent events and determining probabilities for dependent and independent events.

6.16 The student will compare and contrast dependent and independent events and determining probabilities for dependent and independent events.
Insert Lesson Title Here 1) Joann flips a coin and gets a head. Then she rolls a 6 on a number cube. 2) You pull a black marble out of a bag. You don’t.

Insert Lesson Title Here 1) Joann flips a coin and gets a head. Then she rolls a 6 on a number cube. 2) You pull a black marble out of a bag. You don’t.
1 Lesson 6.2.2 Expressing Probability. 2 Lesson 6.2.2 Expressing Probability California Standard: Statistics, Data Analysis and Probability 3.3 Represent.

1 Lesson Expressing Probability. 2 Lesson Expressing Probability California Standard: Statistics, Data Analysis and Probability 3.3 Represent.
Prerequisite Skills VOCABULARY CHECK Copy and complete using a review word from the list: data, equation, formula, simplest form, equivalent fractions.

Prerequisite Skills VOCABULARY CHECK Copy and complete using a review word from the list: data, equation, formula, simplest form, equivalent fractions.
PROBABILITY of Compound Events.

PROBABILITY of Compound Events.
© T Madas. 16 unshaded 4 unshaded What proportion of the shape is shaded? For every shaded square, how many unshaded squares are there? For 4 shaded For.

© T Madas. 16 unshaded 4 unshaded What proportion of the shape is shaded? For every shaded square, how many unshaded squares are there? For 4 shaded For.
Notes Over 12 - 5 Independent and Dependent Events Independent Events - events in which the first event does not affect the second event Probability of.

Notes Over Independent and Dependent Events Independent Events - events in which the first event does not affect the second event Probability of.
 Probability- the likelihood that an event will have a particular result; the ratio of the number of desired outcomes to the total possible outcomes.

 Probability- the likelihood that an event will have a particular result; the ratio of the number of desired outcomes to the total possible outcomes.
COUNTING OUTCOMES PERMUTATIONS & COMBINATIONS PROBABILITY REVIEW.

COUNTING OUTCOMES PERMUTATIONS & COMBINATIONS PROBABILITY REVIEW.
Lesson 18b – Do Now Do now Expectations: No talking for any reason, please. 1) A tube of sweets contains 10 red sweets, 7 blue sweets, 8 green sweets and.

Lesson 18b – Do Now Do now Expectations: No talking for any reason, please. 1) A tube of sweets contains 10 red sweets, 7 blue sweets, 8 green sweets and.
Simple Event Probability is the chance or likelihood that an event will happen. It is the ratio of the number of ways an event can occur to the number.

Simple Event Probability is the chance or likelihood that an event will happen. It is the ratio of the number of ways an event can occur to the number.
Independent and Dependent Events Slide 1. Independent Events Whatever happens in one event has absolutely nothing to do with what will happen next because:

Independent and Dependent Events Slide 1. Independent Events Whatever happens in one event has absolutely nothing to do with what will happen next because:
1 Independent and Dependent Events. 2 Independent Events For independent events, the outcome of one event does not affect the other event. The probability.

1 Independent and Dependent Events. 2 Independent Events For independent events, the outcome of one event does not affect the other event. The probability.
MDM4UI Unit 3 - Lesson 3. Odds commonly used in sports another way to express a level of confidence odds in favour of event A occurring is: P(A) P(A’)

MDM4UI Unit 3 - Lesson 3. Odds commonly used in sports another way to express a level of confidence odds in favour of event A occurring is: P(A) P(A’)
WHITE YELLOW GREEN BLUE RED PINK BLACK BROWN ORANGE.

WHITE YELLOW GREEN BLUE RED PINK BLACK BROWN ORANGE.
Lesson 1-1 Example 3 1-1 An aquarium has 9 guppies, 4 angelfish, 3 mollies, and 8 starfish. Write the ratio of each type of fish to the total number of.

Lesson 1-1 Example An aquarium has 9 guppies, 4 angelfish, 3 mollies, and 8 starfish. Write the ratio of each type of fish to the total number of.
Union, Intersection. Intersection of Sets 3 Intersection (∩) [of 2 sets]: the elements common to both sets Some guidelines when finding the intersection.

Union, Intersection. Intersection of Sets 3 Intersection (∩) [of 2 sets]: the elements common to both sets Some guidelines when finding the intersection.
Jeopardy Solving Proportions Percent Statements

Jeopardy Solving Proportions Percent Statements

Similar presentations

Ads by Google