We think you have liked this presentation. If you wish to download it, please recommend it to your friends in any social system. Share buttons are a little bit lower. Thank you!
Presentation is loading. Please wait.
Published byLondon Postlewaite
Modified over 2 years ago
How many hanging baskets are there in the garden? 1
How many daisies with yellow centres are there on this plaque? 2
Put the numbers in the bottom row in order, smallest first. 3
What time does the clock say? 4 ?
Estimate the size of each of the angles found on the red table tops near the library. What is the total of the four angles? 5
Find as many different shapes as you can on the train? 6
What colour is the equilateral triangle? 7
What is the probability of choosing a quadrilateral? 8
Write down two square numbers on the number grid. 9
Write down 5 number patterns that you can see in the number square grid? 10
Find this poster and write down how many flags there are? 11
Find this poster and write down the probability of picking a flag with red in it? 12
How many different birds did this class see? 14
How many birds in total did this class see? 15
How many beads are there on the rosary? 15
Find these cards and make the largest number you can. 16
How many steps are then into the train? 17
Starting at 1 go up the 1st ladder and down the 2nd snake. What number do you end up on? 18
How many stages of the cross are there? 19
Estimate the distance between the football goal posts. 20
How many wheels are there on the train? 21
Stand on the compass and face north – what can you see.? 22
How many spots are there on all the toadstools put together? 23
What fraction of the keys on the piano are black? 24
How many vertical slats are there at the back of the bench? 25
How many keys are there on a computer keyboard? 26
What fraction of the drawers have a name tag on them? 27
How many quadrilaterals can you see on this snake? 28
What colours are there on the train? 29
What is the median of the top row of numbers? 30
What do all the numbers on the hopscotch add up to? 31
How many rectangles can you find on the hopscotch grid? 32
Measure the height of the basketball posts. 33
How many plants are there in the garden area? 34
Start at 6. Move 3 square south and then 2 squares east. What number are you now on? 35
Using the compass directions, describe how you could get from the number 15 to 68? 36
How many extra spots would be needed to make an additional ring of spots? 37
How many ways can you rearrange the 3 colours? 38
What is the name of this shape? Can you find any bins with different shapes? 39
How many of these squares are there? 40
Estimate how many Year 4 pupils would fit onto one of these squares? 41
What is the name of the shape formed by the end of the shed? 42
What shape are the red desks near the library? 43
Can you find a table that is an octagon? 44
Start at 1 and keep moving forward 3 places – do you land on the number 35? 45
I start at number 2 and follow a number pattern and end on 32. Find 2 possible number patterns starting at 2 and ending on 32? 46
Estimate how long it would take to walk around the whole school field? 47
How many computers are there in the school? 48
Estimate the height of Year 5s classroom door? 49
How many benches are there outside the music room? 50
What mathematical signs are there under the Year 3 whiteboard? 51
On a computer keyboard, what fraction of the keys have a letter on them? 52
How wide is the Year 6 classroom? 53
Do the tables in the dining hall tessellate? Do the red tables near the library tessellate? Do the tables in the library tessellate? 54
How many lines of symmetry do the red tables have? Do they have rotational symmetry? 55
How many lines of symmetry do the dining tables have? Do they have rotational symmetry? 56
How many lines of symmetry do the tables in the library have? Do they have rotational symmetry? 57
Find this table, measure it and calculate the area of the top? 58
You could arrange 3 desks to make a rectangle in two completely different ways. How many ways could you you arrange 4 desks? 59
Go to the main hall and solve the problem involving the frogs. Write down how many moves it took you? 60
2011年上半年 我院团学工作活动图片展播 2011年8月28日.
PP Test Review Sections 6-1 to 6-6 Mrs. Rivas 1. 2.
Copyright © 2012, Elsevier Inc. All rights Reserved. 1 Chapter 7 Modeling Structure with Blocks.
Copyright © Action Works 2008 All Rights Reserved - Photos by David D. Kempster 1.
Break Time Remaining 10:00. Break Time Remaining 9:59.
13:00 Clock will move after 1 minute PPT – VCIC Timer 15.ppt.
Copyright Tim Morris/St Stephen's School Area of a Rectangle This is one in a series of Powerpoint slideshows to illustrate how to calculate the area of.
DLMSO Classroom Timer Select a time to count down from the clock above 60 min 45 min 30 min 20 min 15 min 10 min 5 min or less.
1 Budapest University of Technology and Economics, BME, 1872 Budapest University of Technology and Economics, BME, 1872 Happy New Year 2012.
BMU - E I 1 Development of renewable energy sources in Germany in
1 STANDARD 1.3 Converting a Fraction to % Problem 1 Problem 4 Problems 3 Problem 2 Problem 5 END SHOW PRESENTATION CREATED BY SIMON PEREZ. All rights reserved.
MaK_Full ahead loaded 1 Alarm Page Directory (F11)
BMU – KI III 1 Development of renewable energy sources in Germany in
Chapter 13 Fluids Physics for Scientists & Engineers, 3 rd Edition Douglas C. Giancoli © Prentice Hall.
David Burdett May 11, 2004 Package Binding for WS CDL.
Adding Up In Chunks. Category 1 Adding multiples of ten to any number.
1 hi at no doifpi me be go we of at be do go hi if me no of pi we Inorder Traversal Inorder traversal. n Visit the left subtree. n Visit the node. n Visit.
3 : 00 2 : 59 2 : 58 2 : 57 2 : 56 2 : 55 2 : 54.
Time for a BREAK! You have 45 Minutes. Time Left 44.
Solving a Sudoku Puzzle By Marlene Walther ATeacherFirst.com.
AP STUDY SESSION 2.
5 minutes 4 minutes 3 minutes 2 : 00 1 : 59 1 : 58.
Table 12.1: Cash Flows to a Cash and Carry Trading Strategy.
Repaso: Unidad 2 Lección 2
1 A B C
Numbers Treasure Hunt Following each question, click on the answer. If correct, the next page will load with a graphic first – these can be used to check.
Peterson’s Practice AP Exam
©2004 by Pearson Education11-1 R.C. Hibbeler Resistência dos Materiais, 5ª ed. 11 – Projetos de Vigas e Eixos.
1 Before Between After 2 What comes before. _____ 10 _____
1 The Royal Doulton Company The Royal Doulton Company is an English company producing tableware and collectables, dating to Operating originally.
1 Lab 17-1 ONLINE LESSON. 2 If viewing this lesson in Powerpoint Use down or up arrows to navigate.
1 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 Synthetic.
1 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 BlendsDigraphsShort.
Exarte Bezoek aan de Mediacampus Bachelor in de grafische en digitale media April 2014.
PSSA Preparation. Question 1(no calculator) D Question 2 (no calculator)
Artificial Intelligence Genetic Algorithms Source: 1.
1.step PMIT start + initial project data input Concept Concept.
1 Dr. Scott Schaefer Least Squares Curves, Rational Representations, Splines and Continuity.
Subtraction: Adding UP. Category 1 The whole is a multiple of ten.
The 5S numbers game. 1. This sheet represents our current work place. Our job during a 20 second shift, is to strike out the numbers 1 to 49 in correct.
Chapter 12 Membrane Transport Essential Cell Biology Third Edition Copyright © Garland Science 2010.
Copyright © 2003 Pearson Education, Inc. Slide 1 Computer Systems Organization & Architecture Chapters 8-12 John D. Carpinelli.
Media-Monitoring Final Report April - May 2010 News.
CSE 6007 Mobile Ad Hoc Wireless Networks
Biology 2 Plant Kingdom Identification Test Review.
© 2017 SlidePlayer.com Inc. All rights reserved.