Strategy Diagnostic. Instructions Solve the problem in your mind - no pen or paper methods. Write down the answer you get, and how you got it in the box.

Slides:



Advertisements
Similar presentations
LO: To Find fractions of numbers and quantities
Advertisements

1/8 AND, OR and NOT b How many boys? b How many girls? b How many blue? b How many red?
Miscellaneous Problem solving. Word Problems b Bob is decorating the hallway. One wall measures 2m by 3m. The other wall measures 2m by 2m. What is the.
A jigsaw costs 65p. How many can you buy for £2? How much change do you get? Dad bought 3 tins of paint at £5.68 each. What was his change from £20? Diesel.
To make yummy fruit punch, use 2 cups of grape juice for every 3 cups of apple juice. If you already have 12 cups of apple juice, how many cups of grape.
Using Tape Diagrams with Part-Whole Ratio Problems
Longfield Primary School
Using Tape Diagrams to Solve Ratio Problems © Hall's Happenings.
© 2012 Common Core, Inc. All rights reserved. commoncore.org NYS COMMON CORE MATHEMATICS CURRICULUM A Story of Ratios Tape Diagrams.
Name __________________ ID ______ Today’s date _______________________ School ___________________________ Class ____________________________ Birthday.
Word Problems (ratio & proportion) Year 6
Two-Step Word Problems
Standards: Understand ratio concepts and use ratio reasoning to solve problems. MCC6.RP.1 Understand the concept of a ratio and use ratio language to.
Week 16 Page 1 Name _____________ First Grade Math Strands Homework
Multiplicative Thinking Workshop 2 Situations for Multiplication and Division.
Fractions Workshop. How the teaching of fractions progresses throughout the school Children come from Year 2 being able to recognise simple fractions.
Proportional reasoning Lead teachers Northland 2010.
By Emily Grace Little and Rachel Spencer. Anna got $10.00 from her grandma for her birthday. She wondered what she should spend her money on… She decided.
Reasoning about Numbers.
Fractions! Mrs. Willis Fractions A FRACTION is a number that represents a part of a whole. Fractions are useful whenever you need to split things up.
Question 1 The recipe for chocolate chip cookies requires 2 cups of chocolate chips for every 6 cups of flour. What is the ratio of chocolate chips to.
Horse.
Mathematical Treasure-hunt: Fractions Cut out each of the question slides and place them around the room, stick them on the walls if you wish. Print out.
Problem Solving Strategies: Story Problems
We love English! Подготовила Учитель английского языка Изобильненской ОШ I-III ступеней Ищук Наталья Сергеевна.
Using Tape Diagrams to Solve Ratio Problems. Learning Goal: I can solve real-world ratio problems using a tape diagram.
Using Tape Diagrams to Solve Ratio Problems © Hall's Happenings.
Multiplying Decimals by Decimals Alignment Lesson.
Leanne Williamson, Problems have been adapted from previous Naplan questions.
Body Fractions Game Arm Span = 1 One arm = half What is a quarter? Make one half, three quarters, one, etc With a partner three halves In a group of four…
Lesson 8: I can add fractions to and subtract from whole numbers using equivalence and the number line strategies. 5th Grade Module 3 – Lesson 8.
Practice: The Comma Add the appropriate punctuation, if needed. 1.I would love to go to the party but I have a lot of homework to do. 2.If you like pasta.
SUB: MATHS HALVES AND QUARTERS PRESENTED BY:- K.KARTHIKA,PRT(ADHOC),KV-TVR.
Ratio and Proportion Most of the power point was taken from  Instructions  Read and work through.
Multiplication & Division Workshop Teacher: Who can tell me what 7 x 6 is? Pupil: 42! Teacher: Very good. Now who can tell me what 6 x 7 is? Pupil: It’s.
Fruit Task Task 1Task 2Task 3Task 4 Task 5Task 6Task 7 NC Level 3 to 6.
Lesson Objective: Revise knowledge on expressing, using and interpreting ratios.
Ratio Ratio is a way of comparing amounts of something. It shows how much bigger one thing is than another. There are two aspects that we will look at.
Add or Subtract! Unit Fractions Comparing Fractions Adding and Subtracting Fractions 200.
Numeracy Project Workshop 4. Multiplication, Division and Fractions, Decimals and Percentages.
S.O.D.A. Start Of Day Activity Morning registration mathematics activity Aligned to the Renewed Framework for Mathematics Stoke-on-Trent Primary Maths.
S.O.D.A. Start Of Day Activity Morning registration mathematics activity Aligned to the Renewed Framework for Mathematics Stoke-on-Trent Primary Maths.
Using Tape Diagrams to Solve Ratio Problems
Miscellaneous Problem solving.
Problem Solving Strategies: Word Problems
S.O.D.A. Start Of Day Activity
Multiplying and Dividing Fractions Grade 5, CCSSM
Task 1 Mark has 5 pounds of mozzarella cheese. He is making pizzas and will put 1 3 pound on each pizza. How many pizzas will Mark be able to make?
Fruit Task Task 1 Task 2 Task 3 Task 4 Task 5 Task 6 Task 7
Using Tape Diagrams with Part-Whole Ratio Problems
Fractions and Decimals
James and Mary are making cookies
A task setting PowerPoint Pack about adding fractions.
Fractions! Mrs. MIller.
S.O.D.A. Start Of Day Activity
LESSON OBJECTIVES We are learning to: Accurately calculate conditional probability without tree diagrams. (Grades A/A*)
Review Questions 5th NF.4, 5, 6.
Teacher Notes This PowerPoint presentation has been designed to support teachers to deliver a series of lessons on fractions. It specifically addresses.
Review Questions 5th NF.4, 5, 6.
Learning Target: “I will be able to scale-up and scale-down ratios”
Year 6 Block 2 Assessment Paper 1 (Answers after each question)
Year 6 Block 2 Assessment Paper 1 (Answers at the end of the quiz)
Sharing numbers in a given ratio
Multiplying Larger Numbers
Is it a half? answer Yes, it is a half because it is divided into two equal parts.
The Assessment Process
Task 1 Mark has 5 pounds of mozzarella cheese. He is making pizzas and will put 1 3 pound on each pizza. How many pizzas will Mark be able to make?
Introduction to Fractions
Presentation transcript:

Strategy Diagnostic

Instructions Solve the problem in your mind - no pen or paper methods. Write down the answer you get, and how you got it in the box. Explain your strategy to your partner and listen to their strategy. Your teacher will then go through the answers and give you further instructions.

This information is to help your teachers know what it is you still need to learn. If you are unable to solve any of the problems, or you get a question incorrect don’t worry! This is something your teacher will be able to help you learn this year. Do not put down a code for that question.

Example question

Example answers 23, 24, 25, 26, 27 (AC) = = 27 (EA) 27

Strategy diagnostic Add sub

Question 1A

Answers 1A 98, 99, 100, 101, … 104, 105, 106 (AC) = = 106 (EA) = = 106 (EA) 106

Question 2Ai There are 318 apples on a tree and 155 on the tree next to it. How many apples are there on both trees?

Answers 2Ai = = 473 (AA) = = 473 (AA) = = = 473 (AA) 56

Question 2Aii I have $52 in the bank and I spend $24. How much money do I have left?

Answers 2Aii = = 28 (AA) = = 28 (AA) = = = 28(AA) 28

Question 3Ai One length of timber is 3.2 m and another is 1.95m. If they are laid end to end what is their total length?

Answers 3Ai = = 5.15(AM) = = 5.15(AM) = = = 5.15(AM) 5.15

Question 3Aii Sarah eats of a chocolate bar and later eats another of a bar. How much has she eaten altogether?

Answers 3Aii (AM) 3 quarters + 2 and a half quarters is 5 and a half quarters, which is 11 eighths (AM) or

Question 3Aiii The temperature is 8  and drops by 11  at night. What is the night time temperature?

Answers 3Aiii = = = -3(AM) = 3 Answer is -3(AM) -3

Question 4Ai What is 0.15 – 2.3?

Answers 4Ai = 2.15 Answer is -2.15(AP) = = = -2.15(AP) -2.15

Question 4Aii To make soup cups of stock are added to cups of milk. How much liquid is that altogether?

Answers 4Aii = 3 (AP) (AP) or

Strategy diagnostic Mult Div

Question 1M Sarah’s class sit with 5 desks in each row. There are 7 rows of desks. How many desks are there altogether?

Answers 1M 5, 10, 15, 20, 25, 30, 35 (AC) 5 x 7 = 35 (EA) 35

Question 2Mi A garden has four rows of plants, with 14 plants in each row. How many plants are there altogether?

Answers 2Mi = 56 (EA) 2 x 14 = x 2 = 56(AA) 4 x 10 = 40 4 x 4 = = 56(AA) 56

Question 2Mii 63 movie tickets are shared amongst 9 people. How many tickets does each person get?

Answers 2Mii 9, 18, 27, 36, 45, 54, 63 (7)(EA) 63 ÷ 9 = 7 (times tables)(AA) 7

Question 3Mi A school has 28 students in each class and 6 classes. How many students altogether?

Answers 3Mi 6 x 20 = x 8 = = 168(AM) 6 x 30 = x 2 = = 168(AM) 168

Question 3Mii 96 oranges are shared amongst 8 bags. How many oranges are in each bag?

Answers 3Mii 80 ÷ 8 = = ÷ 8 = = 12(AM) 96 ÷ 2 = ÷ 2 = ÷ 2 = 12(AM) 12

Question 4Mi A 7.2kg block of cheese is split into blocks of 0.4 kg. How many blocks can be made?

Answers 4Mi 10 blocks use 4 kg = ÷ 0.4 = = 18(AP) 18

Question 4Mii

Answers 4Mii 1 quarter of 3.6 = quarters is 2.7(AP) 3.6 x 3 = = ÷ 4 = 5.4 ÷ 2 = 2.7(AP) 2.7

Strategy diagnostic Prop Ratio

Question 1P Sarah has 24 sweets and eats one quarter of them. How many does she eat?

Answers 1P Shares out sweets in mind (AC) 24 ÷ 4 = 6(EA) 6

Question 2Pi What is three quarters of 28?

Answers 2Pi One quarter is 7 Three quarters are 21(AA) One quarter is = 21(AA) 21

Question 2Pii 8 pizzas are shared amongst three people. How much pizza does each person get?

Answers 2Pii One third from each pizza so 8 thirds altogether, (AA) 8 thirds is 2 wholes and 2 thirds, (AA) or

Question 2Piii The ratio of red to blue in purple paint is 2:3. If I use 8 litres of red how much blue do I need?

Answers 2Pii 2 x 4 = 8 3 x 4 = 12(AM) 8 ÷ 2 = 4 3 x 4 = 12 (AM) 12

Question 3Pi 24 is of a number. What is the number?

Answers 3Pi 1 seventh is 6 7 sevenths is 42 42

Question 3Pii The ratio of boys to girls in a class is 3:4. If there are 28 girls how many boys are there?

Answers 3Pii 4 sevenths is 28 1 seventh is 7 3 sevenths is 21(AM) 28 ÷ 4 = 7 3 x 7 = 21(AM) 21

Question 4Pi A crepe recipe calls for 2 eggs for every of a cup of flour. If I use 3 eggs how much flour do I need?

Anwers 4Pi One and a half lots of three quarters (AP) One and a half lots of three quarters = four and a half quarters = 9 eighths = 1 whole and 1 eighth(AP) or

Question 4Pii What is 65% of 24?

Answers 4Pii 50% = 12 10% = 2.4 5% = = 15.6(AP) 10% = 2.4 5% = / 5 = x 1.2 = = 15.6(AP) 15.6