TEST REVIEW Honors Math 2.

Slides:



Advertisements
Similar presentations
Algebra 1 Glencoe McGraw-Hill JoAnn Evans Math 8H 12-3 Permutations and Combinations.
Advertisements

Opting for combinations or permutations TY Maths CBSKK
Permutation and Combination
Counting Methods Topic 7: Strategies for Solving Permutations and Combinations.
Counting (Combinatorics) 1.
Permutations and Combinations
Permutations and Combinations SWBAT find all the permutations and combinations for a set.
Mathematics. Permutation & Combination Session.
Let’s say you had 2 flavors of ice cream (Chocolate, Strawberry), 2 cones (Waffle, Sugar), and 4 toppings (Nuts, M&M’s, Oreo, Butterfinger). Create a tree.
Lesson 7-1. Warm-up You are at a restaurant with a special for $10. You have the option to get: a) an appetizer and an entree or b) an entree and a dessert.
Aim: What is a permutation? Do Now: Evaluate n(n -1)(n-2)(n-3). 1. n = 52. n = 10.
Permutations and Combinations Multiplication counting principle: This is used to determine the number of POSSIBLE OUTCOMES when there is more than one.
Permutations.
Chapter 7: Probability Chapter Review Mrs. Parziale.
Counting and Probability It’s the luck of the roll.
Chapter 10 Section 1 Apply the Counting Principle and Permutations In this assignment, you will be able to Use the Fundamental Counting Principle.
What are we doing today? Have calculator handy Notes: Basic Combinatorics Go over quiz Homework.
Permutations, Combinations, and Counting Theory AII.12 The student will compute and distinguish between permutations and combinations and use technology.
At the local deli you can add two toppings to your sandwich. Draw a tree diagram to show how many ways you can select two different toppings for your sandwich.
Permutation and Combination
Prob/Stats Definition A permutation is an ordered arrangement of objects. (For example, consider the permutations of the letters A, B, C and D.)
Chapter 12 – Probability and Statistics 12.2 – Permutations and Combinations.
Counting Methods Topic 4: Permutations with Restrictions.
There are 3 horses (labeled A, B and C) racing for different places. Draw tree diagram to show 1. In how many ways can the horses be placed as 1 st, 2.
Permutations and Combinations Advanced Math Topics.
PERMUTATIONS AND COMBINATIONS BOTH PERMUTATIONS AND COMBINATIONS USE A COUNTING METHOD CALLED FACTORIAL.
12/13/2015MATH 106, Section 41 Section 4 Permutations Questions about homework? Submit homework!
When... What... Why... Possibilities & Probability.
Permutations Review: (Counting Principle) 1.) Carol has 4 skirts, 3 blouses and 3 pairs of shoes. How many different outfits are possible? 2.) A bike license.
Permutations and Combinations Review: Counting Principle 1.) Carol has 4 skirts, 3 shirts, and 3 pairs of shoes. How many different outfits are possible?
Permutations, Combinations, and Counting Theory
MATH 2311 Section 2.1. Counting Techniques Combinatorics is the study of the number of ways a set of objects can be arranged, combined, or chosen; or.
Mr. Mark Anthony Garcia, M.S. Mathematics Department De La Salle University.
PreQuiz 12A Make a systematic list of all possible outcomes: You spin a spinner and flip a coin.
Bell work Diagnostic Evaluation Please pick up a Pre-Assessment off the table as you come in to class, take a seat, and get started.
March Madness Week 1 Math Corners and Constructed Response
MAT 110 Workshop Created by Michael Brown, Haden McDonald & Myra Bentley for use by the Center for Academic Support.
Set Theory, Permutations, Combinations and Probability
Fundamental Counting Principal
Multiplication Rule Combinations Permutations
Warm Up Which of the following are combinations?
MATH 2311 Section 2.1.
Monday April 24, 2017 ****Quiz tomorrow on sales tax***
Warm Up Problem of the Day Lesson Presentation Lesson Quizzes.
Section 8.1 When Does Order Matter?
Copyright © Cengage Learning. All rights reserved.
1. In how many ways can six people sit in a six-passenger car?
Week 1.
Math 106 – Exam #1 - Review Problems
Unit 4 – Combinatorics and Probability Section 4
Permutations and Combinations
Plimsouls "A Million Miles Away“ The Rolling Stones-Ruby Tuesday
Section 0-4 Counting Techniques
Warm Up Permutations and Combinations Evaluate  4  3  2  1
Warm Up Which of the following are combinations?
13-1 Combinations and Permutations
Addition and Subtraction Test Review
Permutations.
Pettit 9-5 Notes Indicator- D7
MATH 2311 Section 2.1.
Red Ribbon Week!.
Counting Principle.
OA 3, 4, 5, 8, 9.
Jenny is saving money to buy a new bike that costs $108
Probability Warm Up page 12- write the question you have 10 mins to complete it. See coaching on page 85.
Day 2 - Combinations.
Probability Review Day 1
pencil, highlighter, GP notebook, textbook, calculator
Warm Up Problem of the Day Lesson Presentation Lesson Quizzes.
MATH 2311 Section 2.1.
Presentation transcript:

TEST REVIEW Honors Math 2

For her aquarium, Susan can choose from 4 types of fish and 3 types of plants and 2 colors of rocks. If she chooses one type of fish, one type of plant and 1 color of rock, how many different aquariums can Susan set up?

Lottery numbers in a particular state consist of 6 digits Lottery numbers in a particular state consist of 6 digits. Each lottery ball that is drawn has six sides, numbered 1–6. How many different lottery numbers are possible?

100 students were interviewed 28 took PE, 31 took BIO, 42 took ENG, 9 took PE and BIO, 10 took PE and ENG, 6 took BIO and ENG, 4 took all three subjects. How many took none of these?

Vince chooses 3 side dishes from a total of 10 side dishes offered on the menu. In how many different ways can he choose his side dishes?

There are 17 students in Ms. Istock’s math class There are 17 students in Ms. Istock’s math class. In how many ways can she choose 6 students to put a problem on the board?

How many different 6-digit passwords can be made if the first character must be a letter and the other 5 must be numbers from 0 to 9 with no repetition?

How many ways can Emily Grace arrange 8 charms on her bracelet if the bracelet has no clasp?

How many different ways can I arrange the letters in the word SWEATSHIRT?

The creative writing club is having a short story contest The creative writing club is having a short story contest. All 10 of the members enter the contest. In how many ways can the sponsors choose a first, second, and third place winner?

Of the 220 people who came into the Italian Deli on Friday, 104 bought pizza and 82 used a credit card. Half of the people who bought pizza used a credit card. How many people used a credit card but did not buy pizza?

The chorus class has 20 members, 13 of which are girls and 7 are boys The chorus class has 20 members, 13 of which are girls and 7 are boys. The chorus teacher must choose 8 members to represent the school in the regional competition. In how many ways can the teacher choose the group if there must be 4 boys and 4 girls?

There are 3 Calculus books and 5 Statistics books on a shelf, how many ways can they be arranged if the Stats books must be together?

How many ways can 4 boys and 4 girls sit in a row if they must sit alternately?

How many ways can 6 people sit at a round table if the married couple must sit next to each other?

90 students went to a school carnival 90 students went to a school carnival. 3 had a hamburger, soft drink and ice-cream. 24 had hamburgers. 5 had a hamburger and a soft drink. 33 had soft drinks. 10 had a soft drink and ice-cream. 38 had ice- cream. 8 had a hamburger and ice-cream. How many had nothing?

A password has 3 letters and two digits A password has 3 letters and two digits. How many different passwords ware possible if repetition is allowed and there are no restrictions on letter/number usage?

How many ways can I award 1st, 2nd, and 3rd place in a beauty pageant if there are 9 contestants?

How many ways can I arrange 5 charms on a bracelet if it has a clasp?

Solve: 2P(n,2)=P(n,3)

Ms. Weidner has 4 necklaces, 2 rings, and 7 pairs of earrings Ms. Weidner has 4 necklaces, 2 rings, and 7 pairs of earrings. How many different ways can she accessorize if she wears one of each?

Mrs. Weidner and her husband are taking a picture with her 7 other family members. How many ways can they arrange themselves for the picture if Mrs. Weidner and her husband must stay together?

How many ways can I pick 4 people to clean the classroom out of the 25 in the class?

Solve the following: n!/(n-2)!=930

How many ways can we vote on a president, vice-president, secretary, and treasurer out of a club of 16 members?

Solve: (n+1)!=6(n-1)!