Maths Week in St.Paul s

Size: px
Start display at page:

Download "Maths Week in St.Paul s"

Transcription

1 Maths Week in St.Paul s To enter read and solve the Problem Solving Questions found below Provide us with your answers on the answer sheet found at the end of this document (print and submit only page 11) Deadline for entry is Monday the 23 rd at 1:15 and entries can be submitted into the entry box found at the reception of the school The winner will receive a 20 One-for-All Voucher

2 Problem Solving Questions

3 1. The Joker has captured Batman. He has locked him in a room with three light switches. Each switch is connected to a bulb in another locked room. Three switches. Three bulbs. One fiendish puzzle. The Dark Knight has one hour to play with the switches before the Joker s brightly attired henchmen return, dragging him from the switch room into the bulb room. If he cannot then tell them which switch controls which bulb, the game is up, our hero will be killed and the Gotham City will be at the mercy of the cackling criminal. Can the Caped Crusader survive this prickly predicament? Will he live to save Gotham, or is the joke on him? Tune in next week, same bat time, same bat channel! How will Batman decide which bulb is attached to which switch?

4 2. The three wisest sages in the land were brought before the king to see which of them were worthy to become the king's advisor. After passing many tests of cunning and invention, they were pitted against each other in a final battle of the wits. Led blind-folded into a small room, the sages were seated around a small wooden table as the king described the test for them. "Upon each of your heads I have placed a hat. Now you are wearing either a blue hat or a white hat. All I will tell you is this- at least one of you is wearing a blue hat. There may be only one blue hat and two white hats, there may be two blue hats and one white hat, or there may be three blue hats. However, you may be certain that there are not three white hats. I will shortly remove your blindfolds, and the test will begin. The first to correctly announce the colour of his hat shall be my advisor. Be warned however, he who guesses wrongly shall be beheaded. If not one of you answers within the hour, you will be sent home and I will seek elsewhere for wisdom." With that, the king uncovered the sages' eyes, sat in the corner, and waited. One sage looked around and saw that his competitors each were wearing blue hats. From the look in their eyes, he could see their thoughts were the same as his, "What is the colour of my hat?" For what seemed like hours, no one spoke. Finally, he stood up and said, "The colour of the hat I am wearing is..."

5 3. In India, lilies grow extremely quickly. In one pond, a lily grew so fast that each day it covered a surface double that which it covered the day before. At the end of thirty days, it covered the whole pond. How long would it take two water lilies of the same type to cover the whole pond?

6 4. What is the next element in this sequence: 1, 11, 21, 1211, ,? 5. Write out the full name of the number 1,000,000,000,000,000,000

7 6. Place 10 dishes along the 4 edges of a table so that each edge has the same amount of dishes. Imagine the rectangle below is a table.

8 7. In the following problems, each group of lettered statements includes EXACTLY ONE false statement, and the rest are true. i. I am thinking of a number. Which one of these statements is false? A. The last digit is 1. B. The number is divisible by 3. C. The sum of its digits is 6. D. The number is prime. ii. Variables a, b, c and d represent integers. Which one of these equations is false? A. a = 9c B. b = c + 7 C. a = b + 1 D. c = b 4

9 8. Anita is baking a cake today. She bakes a cake every fifth day. How many days will it be before she next bakes a cake on a Thursday?

10 9. I m thinking of a two digit number. My number is special because adding the sum of its digits to the product of its digits gives me my original number. Can you discover my number?

11 10.

12 Maths Week Problem Solving Questions Answer Sheet Q1. Q2. Q3. Q4. Q5. Q6. Q7. Q8. Q9. Q10.

13

A few chessboards pieces: 2 for each student, to play the role of knights.

A few chessboards pieces: 2 for each student, to play the role of knights. Parity Party Returns, Starting mod 2 games Resources A few sets of dominoes only for the break time! A few chessboards pieces: 2 for each student, to play the role of knights. Small coins, 16 per group

More information

100 IDEAS FOR USING A HUNDRED SQUARE

100 IDEAS FOR USING A HUNDRED SQUARE 100 IDEAS FOR USING A HUNDRED SQUARE These ideas are in no particular order and can be adapted to any age range or ability. The objectives are for children to learn to recognise numbers, understand numbers

More information

Tennessee Comprehensive Assessment Program TCAP. Math Grade 4 Practice Test Subpart 1, Subpart 2, & Subpart 3. Student Name.

Tennessee Comprehensive Assessment Program TCAP. Math Grade 4 Practice Test Subpart 1, Subpart 2, & Subpart 3. Student Name. Tennessee Comprehensive Assessment Program TCAP Math Grade 4 Practice Test Subpart 1, Subpart 2, & Subpart 3 Student Name Teacher Name Published under contract with the Tennessee Department of Education

More information

Multiples and Divisibility

Multiples and Divisibility Multiples and Divisibility A multiple of a number is a product of that number and an integer. Divisibility: A number b is said to be divisible by another number a if b is a multiple of a. 45 is divisible

More information

Whatcom County Math Championship 2016 Individual 4 th Grade

Whatcom County Math Championship 2016 Individual 4 th Grade Whatcom County Math Championship 201 Individual 4 th Grade 1. If 2 3 is written as a mixed fraction, what is the difference between the numerator and the denominator? 2. Write 0.92 as a reduced fraction.

More information

Answer Keys for Math Bonus Cards for Grade 5, Unit 5

Answer Keys for Math Bonus Cards for Grade 5, Unit 5 Answer Keys for Math Bonus Cards for Grade, Unit Important: To print additional copies, you can download a file from: www.ttsd.k.or.us/tag, click on Teacher Resources, Math Challenge Cards Gr, and then

More information

Reading and Understanding Whole Numbers

Reading and Understanding Whole Numbers E Student Book Reading and Understanding Whole Numbers Thousands 1 Hundreds Tens 1 Units Name Series E Reading and Understanding Whole Numbers Contents Topic 1 Looking at whole numbers (pp. 1 8) reading

More information

UK Junior Mathematical Challenge

UK Junior Mathematical Challenge UK Junior Mathematical Challenge THURSDAY 28th APRIL 2016 Organised by the United Kingdom Mathematics Trust from the School of Mathematics, University of Leeds http://www.ukmt.org.uk Institute and Faculty

More information

Whole Numbers. Whole Numbers. Curriculum Ready.

Whole Numbers. Whole Numbers. Curriculum Ready. Curriculum Ready www.mathletics.com It is important to be able to identify the different types of whole numbers and recognize their properties so that we can apply the correct strategies needed when completing

More information

Math 4610, Problems to be Worked in Class

Math 4610, Problems to be Worked in Class Math 4610, Problems to be Worked in Class Bring this handout to class always! You will need it. If you wish to use an expanded version of this handout with space to write solutions, you can download one

More information

CK-12 Geometry Inductive Reasoning

CK-12 Geometry Inductive Reasoning CK-12 Geometry Inductive Reasoning Learning Objectives Recognize visual and number patterns. Extend and generalize patterns. Write a counterexample. Review Queue a. Look at the patterns of numbers below.

More information

2018 AMC 10B. Problem 1

2018 AMC 10B. Problem 1 2018 AMC 10B Problem 1 Kate bakes 20-inch by 18-inch pan of cornbread. The cornbread is cut into pieces that measure 2 inches by 2 inches. How many pieces of cornbread does the pan contain? Problem 2 Sam

More information

Stage I Round 1. 8 x 18

Stage I Round 1. 8 x 18 Stage 0 1. A tetromino is a shape made up of four congruent squares placed edge to edge. Two tetrominoes are considered the same if one can be rotated, without flipping, to look like the other. (a) How

More information

Individual 5 th Grade

Individual 5 th Grade Individual 5 th Grade Instructions: Problems 1 10 are multiple choice and count towards your team score. Bubble in the letter on your answer sheet. Be sure to erase all mistakes completely. 1. Which one

More information

LEARN TO PLAY CHESS CONTENTS 1 INTRODUCTION. Terry Marris December 2004

LEARN TO PLAY CHESS CONTENTS 1 INTRODUCTION. Terry Marris December 2004 LEARN TO PLAY CHESS Terry Marris December 2004 CONTENTS 1 Kings and Queens 2 The Rooks 3 The Bishops 4 The Pawns 5 The Knights 6 How to Play 1 INTRODUCTION Chess is a game of war. You have pieces that

More information

Ivan Guo. Broken bridges There are thirteen bridges connecting the banks of River Pluvia and its six piers, as shown in the diagram below:

Ivan Guo. Broken bridges There are thirteen bridges connecting the banks of River Pluvia and its six piers, as shown in the diagram below: Ivan Guo Welcome to the Australian Mathematical Society Gazette s Puzzle Corner No. 20. Each issue will include a handful of fun, yet intriguing, puzzles for adventurous readers to try. The puzzles cover

More information

Math 1001: Excursions in Mathematics Final Exam: 9 May :30-4:30 p.m.

Math 1001: Excursions in Mathematics Final Exam: 9 May :30-4:30 p.m. Math 1001: Excursions in Mathematics Final Exam: 9 May 2011 1:30-4:30 p.m. Name: Section Number: You have three hours to complete this exam. There are ten problems on twelve pages, worth a total of 100

More information

Logic and Maths Puzzles # 67 February 2018

Logic and Maths Puzzles # 67 February 2018 Logic and Maths Puzzles # 67 February 2018 1. If you start with the number one, and count by ones, spelling out each number as you go, (one, two, three.) how high will you count before you need to use

More information

2 Reasoning and Proof

2 Reasoning and Proof www.ck12.org CHAPTER 2 Reasoning and Proof Chapter Outline 2.1 INDUCTIVE REASONING 2.2 CONDITIONAL STATEMENTS 2.3 DEDUCTIVE REASONING 2.4 ALGEBRAIC AND CONGRUENCE PROPERTIES 2.5 PROOFS ABOUT ANGLE PAIRS

More information

Counting Problems

Counting Problems Counting Problems Counting problems are generally encountered somewhere in any mathematics course. Such problems are usually easy to state and even to get started, but how far they can be taken will vary

More information

COLOUR IN... Turn Whizz-Bee into a Christmas bauble! Maths-Whizz Psst Parents. Name Date

COLOUR IN... Turn Whizz-Bee into a Christmas bauble! Maths-Whizz   Psst Parents. Name Date COLOUR IN... Turn Whizz-Bee into a Christmas bauble! Psst Parents Why not take a picture of your child s masterpiece and post it on the Maths-Whizz Facebook page for your chance to win Whizz goodies? Simply

More information

Do not duplicate or distribute without written permission from CMKC!

Do not duplicate or distribute without written permission from CMKC! INTERNATIONAL CONTEST-GAME MATH KANGAROO CANADA, 2018 INSTRUCTIONS GRADE 5-12 1. You have 75 minutes to solve 30 multiple choice problems. For each problem, circle only one of the proposed five choices.

More information

2-1 Inductive Reasoning and Conjecture

2-1 Inductive Reasoning and Conjecture Write a conjecture that describes the pattern in each sequence. Then use your conjecture to find the next item in the sequence. 18. 1, 4, 9, 16 1 = 1 2 4 = 2 2 9 = 3 2 16 = 4 2 Each element is the square

More information

Your written assignment is to complete the written practice for lessons 5, 10, and 14. You will find those questions on the following pages.

Your written assignment is to complete the written practice for lessons 5, 10, and 14. You will find those questions on the following pages. Math Saxon Course 3 Summer Packet To prepare for your 8 th grade math course you need to watch the 8 videos listed on the ACE website. Please make sure that you watch them carefully and fully understand

More information

MATH MATHEMATICAL REASONING

MATH MATHEMATICAL REASONING Students: 1. Analyze problems by identifying relationships, discriminating relevant from irrelevant information, sequencing and prioritizing, and observing patterns. 1. Students make decisions about how

More information

Problem 1. Imagine that you are being held captive in a dungeon by an evil mathematician with

Problem 1. Imagine that you are being held captive in a dungeon by an evil mathematician with Problem 1 Imagine that you are being held captive in a dungeon by an evil mathematician with a number of other prisoners, and suppose that every prisoner is given a red or green hat (chosen at random).

More information

Grade 7/8 Math Circles. Mathematical Puzzles

Grade 7/8 Math Circles. Mathematical Puzzles Faculty of Mathematics Waterloo, Ontario N2L 3G1 Centre for Education in Mathematics and Computing Mathematical Reasoning Grade 7/8 Math Circles October 4 th /5 th Mathematical Puzzles To many people,

More information

THE PIGEONHOLE PRINCIPLE. MARK FLANAGAN School of Electrical and Electronic Engineering University College Dublin

THE PIGEONHOLE PRINCIPLE. MARK FLANAGAN School of Electrical and Electronic Engineering University College Dublin THE PIGEONHOLE PRINCIPLE MARK FLANAGAN School of Electrical and Electronic Engineering University College Dublin The Pigeonhole Principle: If n + 1 objects are placed into n boxes, then some box contains

More information

Ivan Guo* Telescoping product Let n be an integer greater than 1. Simplify n n3 1

Ivan Guo* Telescoping product Let n be an integer greater than 1. Simplify n n3 1 Ivan Guo* Welcome to the Australian Mathematical Society Gazette s Puzzle Corner number 32. Each puzzle corner includes a handful of fun, yet intriguing, puzzles for adventurous readers to try. They cover

More information

Assignment 1, Part A: Cityscapes

Assignment 1, Part A: Cityscapes Assignment 1, Part A: Cityscapes (20%, due 11:59pm Sunday, April 22 nd, end of Week 7) Overview This is the first part of a two-part assignment. This part is worth 20% of your final grade for IFB104. Part

More information

Divisibility. Igor Zelenko. SEE Math, August 13-14, 2012

Divisibility. Igor Zelenko. SEE Math, August 13-14, 2012 Divisibility Igor Zelenko SEE Math, August 13-14, 2012 Before getting started Below is the list of problems and games I prepared for our activity. We will certainly solve/discuss/play only part of them

More information

Heroes of Traditional Trades (HOTT)

Heroes of Traditional Trades (HOTT) Heroes of Traditional Trades (HOTT) Lettering being applied to the conserved sculpture of Diana the Huntress for Sydney Botanical Gardens by monumental mason Sach Killam of the Rookwood Cemetery Trust.

More information

Work Sample. Rylee. At times there is no clear connection between frames

Work Sample. Rylee. At times there is no clear connection between frames The comic strip is a creative way to approach this response. However, it is a recount of the play rather than a developed representation At times there is no clear connection between frames Shakespeare

More information

B1 Problem Statement Unit Pricing

B1 Problem Statement Unit Pricing B1 Problem Statement Unit Pricing Determine the best buy (the lowest per unit cost) between two items. The inputs will be the weight in ounces and the cost in dollars. Display whether the first or the

More information

Devizes Rotary Young Photographer Information Pack

Devizes Rotary Young Photographer Information Pack Introduction The Rotary International in Britain and Ireland (RIBI) Young Photographer Competition is a successful, wellestablished and competition. Its aim is to support and encourage young people to:

More information

Senior Math Circles February 10, 2010 Game Theory II

Senior Math Circles February 10, 2010 Game Theory II 1 University of Waterloo Faculty of Mathematics Centre for Education in Mathematics and Computing Senior Math Circles February 10, 2010 Game Theory II Take-Away Games Last Wednesday, you looked at take-away

More information

Know how to add positive and negative numbers Know how to use the sign change key on a calculator

Know how to add positive and negative numbers Know how to use the sign change key on a calculator 1.1 Adding integers Know how to add positive and negative numbers Know how to use the sign change key on a calculator Key words positive negative integer number line The set of positive and negative whole

More information

First Group Second Group Third Group How to determine the next How to determine the next How to determine the next number in the sequence:

First Group Second Group Third Group How to determine the next How to determine the next How to determine the next number in the sequence: MATHEMATICIAN DATE BAND PUZZLES! WHAT COMES NEXT??? PRECALCULUS PACKER COLLEGIATE INSTITUTE Warm Up: 1. You are going to be given a set of cards. The cards have a sequence of numbers on them Although there

More information

Ask a Scientist Pi Day Puzzle Party Ask a Scientist Pi Day Puzzle Party Ask a Scientist Pi Day Puzzle Party 3.

Ask a Scientist Pi Day Puzzle Party Ask a Scientist Pi Day Puzzle Party Ask a Scientist Pi Day Puzzle Party 3. 1. CHOCOLATE BARS Consider a chocolate bar that s a 3x6 grid of yummy squares. One of the squares in the corner of the bar has an X on it. With this chocolate bar, two people can play a game called Eat

More information

Puzzle 3-1. Divisibility and Mental Math

Puzzle 3-1. Divisibility and Mental Math -1 Divisibility and Mental Math Waiters hate to see the not-so-friendly lunch group come into the restaurant each weekday. Since no one in the group likes the other members, the bill must come out to be

More information

Scoring Format: 3 points per correct response -1 each wrong response 0 for blank answers

Scoring Format: 3 points per correct response -1 each wrong response 0 for blank answers Seventh Grade Contest 2017 Pellissippi State Math Competition Pellissippi State Middle School Mathematics Competition 7 th Grade Exam Scoring Format: 3 points per correct response -1 each wrong response

More information

Pi Day Mathematics Competition. Final Round 2017

Pi Day Mathematics Competition. Final Round 2017 Pi Day Mathematics Competition Final Round 2017 Question 1 Some water evaporates in the process of drying grapes to produce raisins. In a sample of grapes, initially the water was 80% by weight and after

More information

Math Released Item Grade 7. Sum of Perimeters VF801806

Math Released Item Grade 7. Sum of Perimeters VF801806 Math Released Item 2017 Grade 7 Sum of Perimeters VF801806 Anchor Set A1 A8 With Annotations Prompt VF801806 Rubric Part A (This part is machine scored) Score Description 1 Student response includes the

More information

Chapters 1-3, 5, Inductive and Deductive Reasoning, Fundamental Counting Principle

Chapters 1-3, 5, Inductive and Deductive Reasoning, Fundamental Counting Principle Math 137 Exam 1 Review Solutions Chapters 1-3, 5, Inductive and Deductive Reasoning, Fundamental Counting Principle NAMES: Solutions 1. (3) A costume contest was held at Maria s Halloween party. Out of

More information

Applications. 30 Prime Time

Applications. 30 Prime Time Applications For Exercises 1 6, give the dimensions of each rectangle that can be made from the given number of tiles. Then use the dimensions of the rectangles to list all the factor pairs for each number.

More information

COCI 2008/2009 Contest #4, 17 th January 2009 TASK MJEHURIC DATUM ROT SLIKAR TREZOR PERIODNI

COCI 2008/2009 Contest #4, 17 th January 2009 TASK MJEHURIC DATUM ROT SLIKAR TREZOR PERIODNI TASK MJEHURIC DATUM ROT SLIKAR TREZOR PERIODNI standard standard time limit 1 second 1 second 1 second 1 second 3 seconds 5 seconds memory limit 32 MB 32 MB 32 MB 32 MB 32 MB 32 MB points 40 40 70 100

More information

UKMT UKMT. Team Maths Challenge 2015 Regional Final. Group Round UKMT. Instructions

UKMT UKMT. Team Maths Challenge 2015 Regional Final. Group Round UKMT. Instructions Instructions Your team will have 45 minutes to answer 10 questions. Each team will have the same questions. Each question is worth a total of 6 marks. However, some questions are easier than others! Do

More information

junior Division Competition Paper

junior Division Competition Paper A u s t r a l i a n Ma t h e m a t i c s Co m p e t i t i o n a n a c t i v i t y o f t h e a u s t r a l i a n m a t h e m a t i c s t r u s t thursday 5 August 2010 junior Division Competition Paper

More information

Probability and Statistics - Grade 5

Probability and Statistics - Grade 5 Probability and Statistics - Grade 5. If you were to draw a single card from a deck of 52 cards, what is the probability of getting a card with a prime number on it? (Answer as a reduced fraction.) 2.

More information

Choose the correct answer. For 1 3, choose the number for the shaded box in the puzzle.

Choose the correct answer. For 1 3, choose the number for the shaded box in the puzzle. Choose the correct answer. Page 1 For 1 3, choose the number for the shaded box in the puzzle. For 4 5, use the number line. Choose the output for the empty box. 59 109 98 119 1 2 0 4 2 2 107 146 136 157

More information

G r a d e. 2 M a t h e M a t i c s. Blackline Masters

G r a d e. 2 M a t h e M a t i c s. Blackline Masters G r a d e 2 M a t h e M a t i c s Blackline Masters BLM K 4.1 Assessment Checklist Student s Name Comments BLM 2.N.1.1 Eyes and Fingers BLM 2.N.1.2 Ten-Strips BLM 2.N.1.2 Ten-Strips (continued) BLM 2.N.1.3

More information

UKMT UKMT UKMT. Junior Kangaroo Mathematical Challenge. Tuesday 12th June 2018

UKMT UKMT UKMT. Junior Kangaroo Mathematical Challenge. Tuesday 12th June 2018 UKMT UKMT UKMT Junior Kangaroo Mathematical Challenge Tuesday 2th June 208 Organised by the United Kingdom Mathematics Trust The Junior Kangaroo allows students in the UK to test themselves on questions

More information

Objective: Use the addition of adjacent angle measures to solve problems using a symbol for the unknown angle measure.

Objective: Use the addition of adjacent angle measures to solve problems using a symbol for the unknown angle measure. Lesson 10 Objective: Use the addition of adjacent angle measures to solve problems using a Suggested Lesson Structure Fluency Practice Application Problem Concept Development Student Debrief Total Time

More information

OPEN QUILTS AND NEEDLE ARTS

OPEN QUILTS AND NEEDLE ARTS OPEN QUILTS AND NEEDLE ARTS Director: Rita Bausch 614-795-7959 Department General Rules 1. All entries can be made using following option: a. ** Online entries see online entry instructions, online entry

More information

Pyraminx Crystal. The number of positions: Links to other useful pages: Notation:

Pyraminx Crystal. The number of positions: Links to other useful pages: Notation: The is a dodecahedron shaped puzzle by Uwe Mèffert. It is similar to the megaminx in that it has twelve pentagonal faces that can turn, but the cuts lie slightly deeper. The cut of a face cuts go through

More information

Mathematics, Grade 8

Mathematics, Grade 8 Session 1, Multiple-Choice Questions 44084 C 1 13608 C 2 (0.5)(0.5)(0.5) is equal to which of the following? A. 0.000125 B. 0.00125 C. 0.125 D. 1.25 Reporting Category for Item 1: Number Sense and Operations

More information

HIGH SCHOOL MATHEMATICS CONTEST Sponsored by THE MATHEMATICS DEPARTMENT of WESTERN CAROLINA UNIVERSITY. LEVEL I TEST March 23, 2017

HIGH SCHOOL MATHEMATICS CONTEST Sponsored by THE MATHEMATICS DEPARTMENT of WESTERN CAROLINA UNIVERSITY. LEVEL I TEST March 23, 2017 HIGH SCHOOL MATHEMATICS CONTEST Sponsored by THE MATHEMATICS DEPARTMENT of WESTERN CAROLINA UNIVERSITY LEVEL I TEST March 23, 2017 Prepared by: John Wagaman, Chairperson Nathan Borchelt DIRECTIONS: Do

More information

Some Unusual Applications of Math

Some Unusual Applications of Math Some Unusual Applications of Math Ron Gould Emory University Supported by Heilbrun Distinguished Emeritus Fellowship October 7, 2017 Game 1 - Three Card Game The Tools: A man has three cards, one red on

More information

LOCATIONS: Getting your UN ID for the 71 st Session of the General Assembly S D

LOCATIONS: Getting your UN ID for the 71 st Session of the General Assembly S D LOCATIONS: Getting your UN ID for the 71 st Session of the General Assembly DELEGATES: YOU CAN GET YOUR ID CARD AT: United Nations Pass and ID Office at 320 East 45 th Street (between 1 st and 2 nd Avenues)

More information

Student Exploration: Quadratics in Factored Form

Student Exploration: Quadratics in Factored Form Name: Date: Student Exploration: Quadratics in Factored Form Vocabulary: factored form of a quadratic function, linear factor, parabola, polynomial, quadratic function, root of an equation, vertex of a

More information

UNC Charlotte 2012 Algebra

UNC Charlotte 2012 Algebra March 5, 2012 1. In the English alphabet of capital letters, there are 15 stick letters which contain no curved lines, and 11 round letters which contain at least some curved segment. How many different

More information

Dodecahedron with Windows

Dodecahedron with Windows Dodecahedron with Windows Designed by David Mitchell and Francis Ow. This robust version of the regular dodecahedron is made from thirty modules, each of which contributes part of two faces to the form.

More information

5.8 Problems (last update 30 May 2018)

5.8 Problems (last update 30 May 2018) 5.8 Problems (last update 30 May 2018) 1.The lineup or batting order for a baseball team is a list of the nine players on the team indicating the order in which they will bat during the game. a) How many

More information

Math Kangaroo 2015 Sample Questions - Levels 3 & facebook.com/nnvminh

Math Kangaroo 2015 Sample Questions - Levels 3 & facebook.com/nnvminh Math Kangaroo 2015 Sample Questions - Levels 3 & 4 -------facebook.com/nnvminh 1. A) 6 B) 7 C) 8 D) 10 E) 15 3. Which number is hidden behind the square in the equation to the right? A) 2 B) 3 C) 4 D)

More information

Mount Rainier Math Invitational Fifth Grade February 1, 2008 Individual Test. School Name: Problems pts each Problems pts each

Mount Rainier Math Invitational Fifth Grade February 1, 2008 Individual Test. School Name: Problems pts each Problems pts each Individual Test Student Name: School Name: Problems 1-20 2 pts each Problems 21-30 3 pts each 1 21 2 22 3 23 4 24 5 25 6 26 7 27 8 28 9 29 10 30 11 Subtotal 12 13 14 15 16 17 18 19 20 Subtotal TOTAL Individual

More information

Individual 5 th Grade

Individual 5 th Grade 5 th Grade Instructions: Problems 1 10 are multiple choice and count towards your team score. Bubble in the letter on your answer sheet. Be sure to erase all mistakes completely. 1. Which of the following

More information

to get to the fifth floor, and then uses the stairs for the remaining five floors. Why?

to get to the fifth floor, and then uses the stairs for the remaining five floors. Why? PUZZLE ZONE 1.There are three houses. One is red, one is blue, and one is white. If the red house is to the left of the house in the middle, and the blue house is to the right to the house in the middle,

More information

Become A Health Coach Certification. Pillar 2: TCM Skills Week 2. Pillar 2 Week 2 Video 3 1

Become A Health Coach Certification. Pillar 2: TCM Skills Week 2. Pillar 2 Week 2 Video 3 1 Become A Health Coach Certification Pillar 2: TCM Skills Week 2 1 The 5 Segments of The Closing The Deal Conversation 2 Learning Objectives: Learn the 5 segments of the Closing The Deal Conversation (CTD),

More information

Learning Log Title: CHAPTER 2: ARITHMETIC STRATEGIES AND AREA. Date: Lesson: Chapter 2: Arithmetic Strategies and Area

Learning Log Title: CHAPTER 2: ARITHMETIC STRATEGIES AND AREA. Date: Lesson: Chapter 2: Arithmetic Strategies and Area Chapter 2: Arithmetic Strategies and Area CHAPTER 2: ARITHMETIC STRATEGIES AND AREA Date: Lesson: Learning Log Title: Date: Lesson: Learning Log Title: Chapter 2: Arithmetic Strategies and Area Date: Lesson:

More information

Agent-based modelling using MATLAB

Agent-based modelling using MATLAB Agent-based modelling using MATLAB Shan He School for Computational Science University of Birmingham Module 06-23836: Computational Modelling with MATLAB Outline Outline of Topics Concepts about Agent-based

More information

Batman: The Dark Knight, Vol. 1- Knight Terrors By Paul Jenkins, David Finch

Batman: The Dark Knight, Vol. 1- Knight Terrors By Paul Jenkins, David Finch Batman: The Dark Knight, Vol. 1- Knight Terrors By Paul Jenkins, David Finch Batman The Dark Knight Volume 1: Knight Terrors TP (The New 52) by David Finch, 9781401237110, available at Book Depository

More information

IIT-JEE AIPMT AIEEE OLYMPIADS KVPY NTSE. Time : 90 min. Maximum Marks : 50

IIT-JEE AIPMT AIEEE OLYMPIADS KVPY NTSE. Time : 90 min. Maximum Marks : 50 IIT-JEE AIPMT AIEEE OLYMPIADS KVPY NTSE PCCP FACULTY SAMPLE TEST PAPER SUBJECT : MATHEMATICS OBJECTIVE-PAPER Time : 90 min. Maximum Marks : 50 GENERAL INSTRUCTIONS 1. Blank papers, clip boards, log tables,

More information

Grade 3-4 Individual Event (30 Minutes)

Grade 3-4 Individual Event (30 Minutes) Grade 3-4 Individual Event (30 Minutes) 1) If Susie puts her pennies in piles of 4 she has 2 pennies left over. If she puts her pennies in piles of 5 she has 3 pennies left over. What is the least amount

More information

BATMAN: THE CULT BY JIM STARLIN

BATMAN: THE CULT BY JIM STARLIN BATMAN: THE CULT BY JIM STARLIN DOWNLOAD EBOOK : BATMAN: THE CULT BY JIM STARLIN PDF Click link bellow and free register to download ebook: BATMAN: THE CULT BY JIM STARLIN DOWNLOAD FROM OUR ONLINE LIBRARY

More information

Whole Numbers WHOLE NUMBERS PASSPORT.

Whole Numbers WHOLE NUMBERS PASSPORT. WHOLE NUMBERS PASSPORT www.mathletics.co.uk It is important to be able to identify the different types of whole numbers and recognise their properties so that we can apply the correct strategies needed

More information

Batman could fly, but he d crash and die

Batman could fly, but he d crash and die www.breaking News English.com Ready-to-use ESL/EFL Lessons by Sean Banville 1,000 IDEAS & ACTIVITIES FOR LANGUAGE TEACHERS The Breaking News English.com Resource Book http://www.breakingnewsenglish.com/book.html

More information

Paper B Numeracy Paper 11+ Name:... Candidate Number... Seat Number...

Paper B Numeracy Paper 11+ Name:... Candidate Number... Seat Number... Paper B. 2016 Numeracy Paper 11+ Name:... Candidate Number... Seat Number... This paper has 40 questions, and you have 40 minutes to complete the test. Read the questions carefully. If you cannot answer

More information

GCSE MARKING SCHEME AUTUMN 2016 MATHEMATICS (NEW) UNIT 1 - FOUNDATION TIER 3300U10-1. WJEC CBAC Ltd.

GCSE MARKING SCHEME AUTUMN 2016 MATHEMATICS (NEW) UNIT 1 - FOUNDATION TIER 3300U10-1. WJEC CBAC Ltd. GCSE MARKING SCHEME AUTUMN 016 MATHEMATICS (NEW) UNIT 1 - FOUNDATION TIER 3300U10-1 INTRODUCTION This marking scheme was used by WJEC for the 016 examination. It was finalised after detailed discussion

More information

Math is Cool Masters

Math is Cool Masters Sponsored by: Algebra II January 6, 008 Individual Contest Tear this sheet off and fill out top of answer sheet on following page prior to the start of the test. GENERAL INSTRUCTIONS applying to all tests:

More information

Problems involving remainders are popular on the SAT test.

Problems involving remainders are popular on the SAT test. SA Ts tuff#2 Problems involving remainders are popular on the SAT test. REMAINDERS: Suppose you have 20 apples and want to make piles of size 7. You can make 2 piles, with 6 left over. The number left

More information

THE BATMAN HANDBOOK PDF

THE BATMAN HANDBOOK PDF THE BATMAN HANDBOOK PDF ==> Download: THE BATMAN HANDBOOK PDF THE BATMAN HANDBOOK PDF - Are you searching for The Batman Handbook Books? Now, you will be happy that at this time The Batman Handbook PDF

More information

Building Successful Problem Solvers

Building Successful Problem Solvers Building Successful Problem Solvers Genna Stotts Region 16 ESC How do math games support problem solving for children? 1. 2. 3. 4. Diffy Boxes (Draw a large rectangle below) 1 PIG (Addition & Probability)

More information

Math is Cool Masters

Math is Cool Masters Individual Multiple Choice Contest 1 Evaluate: ( 128)( log 243) log3 2 A) 35 B) 42 C) 12 D) 36 E) NOTA 2 What is the sum of the roots of the following function? x 2 56x + 71 = 0 A) -23 B) 14 C) 56 D) 71

More information

6 th Grade Exam Scoring Format: 3 points per correct response -1 each wrong response 0 for blank answers

6 th Grade Exam Scoring Format: 3 points per correct response -1 each wrong response 0 for blank answers Sixth Grade Contest 2017 Pellissippi State Math Competition Pellissippi State Middle School Mathematics Competition 6 th Grade Exam Scoring Format: 3 points per correct response -1 each wrong response

More information

Chapter 5 Review/Test

Chapter 5 Review/Test Name Chapter 5 Review/Test Personal Math Trainer Online Assessment and Intervention 1. List all the factors of the number. 14: 2. Select the numbers that have a factor of 5. Mark all that apply. A 15 D

More information

SET THEORY AND VENN DIAGRAMS

SET THEORY AND VENN DIAGRAMS Mathematics Revision Guides Set Theory and Venn Diagrams Page 1 of 26 M.K. HOME TUITION Mathematics Revision Guides Level: GCSE Higher Tier SET THEORY AND VENN DIAGRAMS Version: 2.1 Date: 15-10-2015 Mathematics

More information

Math Riddles. Play interesting math riddles for kids and adults. Their answers and a printable PDF are both available for you.

Math Riddles. Play interesting math riddles for kids and adults. Their answers and a printable PDF are both available for you. Math Riddles Play interesting math riddles for kids and adults. Their answers and a printable PDF are both available for you. 1 2 3 4 5 6 7 8 9 10 11 When is 1500 plus 20 and 1600 minus 40 the same thing?

More information

Batman '66 Vol. 3 By Jeff Parker

Batman '66 Vol. 3 By Jeff Parker Batman '66 Vol. 3 By Jeff Parker If searched for a ebook by Jeff Parker Batman '66 Vol. 3 in pdf form, in that case you come on to the loyal website. We furnish full option of this book in epub, PDF, DjVu,

More information

1. Eighty percent of eighty percent of a number is 144. What is the 1. number? 2. How many diagonals does a regular pentagon have? 2.

1. Eighty percent of eighty percent of a number is 144. What is the 1. number? 2. How many diagonals does a regular pentagon have? 2. Blitz, Page 1 1. Eighty percent of eighty percent of a number is 144. What is the 1. number? 2. How many diagonals does a regular pentagon have? 2. diagonals 3. A tiny test consists of 3 multiple choice

More information

A1 Problem Statement Unit Pricing

A1 Problem Statement Unit Pricing A1 Problem Statement Unit Pricing Given up to 10 items (weight in ounces and cost in dollars) determine which one by order (e.g. third) is the cheapest item in terms of cost per ounce. Also output the

More information

Time for Math. An extensive amount of content from numbers and counting, all the way to measurement!

Time for Math. An extensive amount of content from numbers and counting, all the way to measurement! Time for Math Establishes a strong foundation in math through an interactive multimedia program! An extensive amount of content from numbers and counting, all the way to measurement! Numbers & Counting

More information

Sample test questions All questions

Sample test questions All questions Ma KEY STAGE 3 LEVELS 3 8 Sample test questions All questions 2003 Contents Question Level Attainment target Page Completing calculations 3 Number and algebra 3 Odd one out 3 Number and algebra 4 Hexagon

More information

Montreal Camera Club. Rules Governing Monthly Competitions

Montreal Camera Club. Rules Governing Monthly Competitions Montreal Camera Club Rules Governing Monthly Competitions Preamble Rules Governing Monthly Competitions The rules governing monthly competitions may be revised by the Executive Committee at the start of

More information

International Contest-Game MATH KANGAROO Canada, 2007

International Contest-Game MATH KANGAROO Canada, 2007 International Contest-Game MATH KANGAROO Canada, 2007 Solutions Grade 3 and 4 Part A: Each correct answer is worth 3 points. 1. Zita walked from the left to the right and wrote the numbers she saw along

More information

Numeracy Warm Up. Introduction

Numeracy Warm Up. Introduction Numeracy Warm Up Introduction Numeracy Warm Up is a set of numeracy exercises that can be used for starters, main lessons and plenaries. It is aimed at Numeracy lessons covering National Curriculum Levels

More information

Sample lessonsample lessons using ICT

Sample lessonsample lessons using ICT Sample lessonsample lessons using ICT The Coalition Government took office on 11 May 2010. This publication was published prior to that date and may not reflect current government policy. You may choose

More information

Batman '66 Vol. 3 By Jeff Parker

Batman '66 Vol. 3 By Jeff Parker Batman '66 Vol. 3 By Jeff Parker If searching for a book by Jeff Parker Batman '66 Vol. 3 in pdf form, then you've come to the correct website. We presented the full version of this ebook in DjVu, epub,

More information

Option 1: You could simply list all the possibilities: wool + red wool + green wool + black. cotton + green cotton + black

Option 1: You could simply list all the possibilities: wool + red wool + green wool + black. cotton + green cotton + black ACTIVITY 6.2 CHOICES 713 OBJECTIVES ACTIVITY 6.2 Choices 1. Apply the multiplication principle of counting. 2. Determine the sample space for a probability distribution. 3. Display a sample space with

More information

Excellence In MathematicS Sixth Grade Test Thirty-Seventh Annual Mathematics Contest March 21, 2015

Excellence In MathematicS Sixth Grade Test Thirty-Seventh Annual Mathematics Contest March 21, 2015 73 SC The 37 th Contest Mathematics Educators of Greater St. Louis and St. Louis Community College at Florissant Valley present Excellence In MathematicS Sixth Grade Test Thirty-Seventh Annual Mathematics

More information

Favorite problems from the UWM Math Circle. Gabriella Pinter Department of Mathematical Sciences University of Wisconsin-Milwaukee

Favorite problems from the UWM Math Circle. Gabriella Pinter Department of Mathematical Sciences University of Wisconsin-Milwaukee Favorite problems from the UWM Math Circle Gabriella Pinter Department of Mathematical Sciences University of Wisconsin-Milwaukee UWM Math Circle Started in September 2011 Three faculty members from UWM

More information