Objects may be used in place of the real thing. You can sometimes draw a picture instead. This strategy is very similar. Sample: If I have 16 cookies.

Slides:



Advertisements
Similar presentations
Problem Solving Draw a Diagram by Monica Yuskaitis.
Advertisements

I Can Draw A Map.
I Can Draw A Map By Jena Carroll.
A Picture is worth 1000 Words
35 Notes Over Drawing a Diagram
You are all math detectives! By the end of today, you will be able to draw pictures and use reasoning to solve word problems. PROBLEM SOLVING.
September 2 Bill, Rasheed, and Juan own a video game store. Juan owns ⅝ of the store. Rasheed owns twice as much as Bill. What fraction of the store.
Problem Solving Section 1.6. Problem Solving is easy if you follow these steps Understand the problem.
Homework check.
MT 8.3: Working with Rate, Time, and Distance The formula that has to be remembered for this section is… R ● T = D (Rate x Time = Distance) There are four.
Claim 4 Sample Items and Solutions “Modeling and Data Analysis”
Lesson 12 – Do Now Do now Expectations: No talking for any reason, please. 1)Solve for the equation: 2)If a $40 shirt is discounted 30%, what is the sale.
Fun Jeopardy Content by: Dr. Chris Lamb Template Design by: Mark Geary DecimalsFractions Problem Solving Probability Patterns & Algebra Q $100 Q $200.
Solving Word Problems. Follow these steps 1.Read the problem twice. 2.UPS- Understand, Plan, Solve 3. Understand: - What is the problem asking for? -
Chapter 6 Review Jeopardy Tomorrow Test is Friday.
Triangle abc a²a² b²b² c²c² Blue* Green Orange* Pink Purple* White* Yellow*
Exploring Right Triangles. Dora leaves for a long hike. She walks 6 miles north. Then, she hikes 4 miles west. She then turns and goes 2 miles due south.
Name:__________ warm-up A circular pond has an area of 69.3 square meters. What is the radius of the pond? Round to the nearest tenth of a meter.
PROBABILITY the extent to which an event is likely to occur.
1. What is the Title of Lesson 2-6? 2. What is a ratio? 3. What is a proportion? 4. What is the difference between a rate and a unit rate? 5. What are.
10 pt 15 pt 20 pt 25 pt 5 pt 10 pt 15 pt 20 pt 25 pt 5 pt 10 pt 15 pt 20 pt 25 pt 5 pt 10 pt 15 pt 20 pt 25 pt 5 pt 10 pt 15 pt 20 pt 25 pt 5 pt Number.
Jeopardy $100 Vocab Nomad FractORFiction Be a Pro!portion Be Kind- Combine Mister Miscellaneous $200 $300 $400 $500 $400 $300 $200 $100 $500 $400 $300.
Hendrix Word Games: Memory Materials needed: 10 – 14 word cards, placed face down on table The first player turns over two cards. – If the cards are a.
Dependent Probability. P(Yellow then Blue) = P (Pink then not blue) = P(Yellow then Yellow) = 3 32 == =
Chapter 6 Lesson 9 Probability and Predictions pgs What you’ll learn: Find the probability of simple events Use a sample to predict the actions.
Please complete the “S” portion of SELFIE today. Gwen made a scale drawing of the elementary school. The scale of the drawing was ___ millimeter = ___.
Daily Problem Solvers How good are you at solving problems?
Bell Work 1.Mr. Chou is redecorating his office. He has a choice of 4 colors of paint, 3 kinds of curtains, and 2 colors of carpet. How many different.
Bell Work Determine the total number of outcomes (combinations). 1) You are picking an outfit from the following list of clothes. If you choose one hat,
Combinations Made with love, for you, by Miss Langam :)
Section 1.5 Algebra 1 Book – Use a Problem Solving Plan.
Problem Solving by Mr. Fitzgerald. Problem Solving is easy if you follow these steps Understand the problem.
COUNTDOWN ROUND STATE How many of the first 100 positive integers are neither perfect squares nor perfect cubes?
Counter Probabilities Teacher's Notes Topic: Probability
Grade 7 – Chapter 4. QUESTION #5 Sainan is designing fences for a summer job. One kind of rail fence has three rails and one post per section Use a scatter.
Problem Solving Strategies: Story Problems
Splash Screen Chapter 12 Fractions Click the mouse or press the space bar to continue. Chapter 12 Fractions Click the mouse or press the space bar to continue.
Problem Solving Examples Let’s solve them!. Sally is putting a fence around her garden. Her garden is rectangular and has a side length of 6 meters and.
Probability and Fractions By Mr. Bales Objective  By the end of this lesson, you will be able to describe probability in words and numbers.  Standard.
16-1 Probability and Outcomes Lesson 1 MI/Vocab I will describe probability. outcome probability.
Warm Up What is the theoretical probability of rolling a die and landing on a composite number?
A girl rolls a dice in a board game. What is the probability of her landing on a number less than four? 3 out of 6 Half Even chance 50/50.
© Mark E. Damon - All Rights Reserved Round 1 Final Jeopardy Team 1 Team 2 Team 3.
It is not enough to know the skills. It is important to know how to use these skills to solve real-world problems. Problem solving touches every aspect.
1. A sample space consists of 18 separate events that are equally likely. What is the probability of each? A) 0 C) 1 B) 1 D)
CHAPTER 9 Meanings for Operations (Continued). MULTIPLICATIVE STRUCTURES  There are four types of multiplicative structures  Equal Groups  Comparison.
1. A store received a new shipment of skirts. The skirts came in 3 sizes: small, medium, and large. They were either short, long, or knee-length. If there.
Warm-Up #9 (Tuesday, 2/23/2016) 1.(Use the table on the left) How many students are in the class? What fraction of the students chose a red card? ResultFrequency.
PROBABILITY TEST REVIEW
Bell Ringers Solve the following two step linear equations. Show your work. 1.
Probability Theoretical Probability
Problem Solving Strategies: Word Problems
Texas Algebra I, Lesson 6 Instructor: Mrs. Young
Chapter 3.
Follow the directions on each slide to complete your map and key.
KIDS Rules What are the KEY words? What is the INSTRUCTION?
Solve: Ten is what percent of 18?
Stage 3, Year 6 Chance Alice Vigors 2017.
Stage 3, Year 6 Chance.
The Sample Space with Tables and Tree Diagrams.
Fractions P.O.D. Wrap Up Page # Learning Target November 11, 2015
Year 5 Block 3 Assessment Paper 2 Calculators may be used throughout this paper (Answers at the end of the quiz)
Problem Solving Strategies: Story Problems Addition and Subtraction
Ratio: Converting ratio to fractions
Using Proportions Dittamo Lewis Notes 2012.
Learn how to choose the best strategy to solve the problem.
I Can Draw A Map.
How to compare pairs of fractions with the same denominator.
That is constant motion to you and me.
Presentation transcript:

Objects may be used in place of the real thing. You can sometimes draw a picture instead. This strategy is very similar. Sample: If I have 16 cookies and there are 4 children to share the cookies, how many cookies will each child get?

There is no need to draw detailed illustrations. Only draw what is necessary to solve the problem. Sample: Laura had 3 green chips, 4 blue chips and 1 red chip in her bag. What fractional part of the bag of chips is green?

Students will identify a pattern and predict what will come next. Students familiar with tables will often construct one to aid them in finding a pattern Sample: Carol has written a number pattern that begins with 1, 3, 6, 10, 15. If she continues this pattern, what are the next four numbers in her pattern?

This is used when students are given several options and can make different combinations. Sarah went to the sub shop. She could order white or wheat bread. She could choose between turkey and ham. How many combinations can she make?

Sammy Snail wanted to climb a 24-inch fence. He was able to climb up 6 inches each day, but slid down 3 inches each night. How many days did it take the snail to reach the top of the fence?

Greg, Mike, Sally, and Ann ran the mile race. Greg finished after Ann. Sally finished last. In what place did Ann finish the race?

Mary was rolling 2 6-sided dice. The first time she rolled a 3 and a 4. The second time she rolled a 4 and 1 one. Mary began to wonder how many different combinations she could end up with. Can you tell her?

John went hiking. He traveled west 4 miles, then turned south for 6 miles. He then turned east and hiked 8 miles. Finally, he traveled north 6 miles. How many miles does he have to walk to get back where he started?