2) Diaphanous was a Greek mathematician who lived in the third century. He was one of the first mathematicians to use algebraic symbols.
|
|
- Maud Cain
- 6 years ago
- Views:
Transcription
1 1) Mismatched Joe is in a pitch dark room selecting socks from his drawer. He has only six socks in his drawer, a mixture of black and white. If he chooses two socks, the chances that he draws out a white pair is 2/3. What are the chances that he draws out a black pair? He has a ZERO chance of drawing out a black pair. Since there is a 2/3 chance of drawing a white pair, then there MUST be 5 white socks and only 1 black sock. The chances of drawing two whites would thus be: 5/6 x 4/5 = 2/3. With only 1 black sock, there is no chance of drawing a black pair. 2) Diaphanous was a Greek mathematician who lived in the third century. He was one of the first mathematicians to use algebraic symbols. Most of what is known about Diophantus's life comes from an algebraic riddle from around the early sixth century. The riddle states: Diophantus's youth lasted one sixth of his life. He grew a beard after one twelfth more. After one seventh more of his life, he married. 5 years later, he and his wife had a son. The son lived exactly one half as long as his father, and Diaphanous died four years after his son. How many years did Diaphanous live? The riddle, the "facts" of which may or may not be true, results in the following equation: x/6 + x/12 + x/ x/2 + 4 = x where x is Diophantus's age at the time of his death. Therefore, Diaphanous lived exactly 84 years. 3) Transform each of the top words into the word on the bottom. You can only change one letter at a time. Don t change the order of the letters. EASY HARD EASY ease case cane wane wand ward HARD
2 4) Mrs. Robinson's 4th grade class took a field trip to the local zoo. The day was sunny and warm - a perfect day to spend at the zoo. The kids had a great time and the monkeys were voted the class favorite animal. The zoo had four monkeys - two males and two females. It was lunchtime for the monkeys and as the kids watched, each one ate a different fruit in their favorite resting place. Can you determine the name of each monkey, what kind of fruit each monkey ate, and where their favorite resting place was? 1. Sam, who doesn't like bananas, likes sitting on the grass. 2. The monkey who sat on the rock ate the apple. The monkey who ate the pear didn't sit on the tree branch. 3. Anna sat by the stream but she didn't eat the pear. 4. Harriet didn't sit on the tree branch. Mike doesn't like oranges. Name of Monkey What kind of fruit Favorite Resting Place Name of Monkey What kind of fruit Favorite Resting Place Anna Orange By the Stream Harriet Apple On the Rock Mike Banana On a tree branch Sam Pear On the grass Sam sits on the grass. Anna sits by the stream. Harriet doesn't sit on the tree branch. So by elimination, Mike sits on the tree branch and Harriet sits on the rock. Since Harriet sits on the rock, she eats the apple. Neither Anna nor Mike ate the pear, so Sam did. Mike doesn't like oranges, so Anna ate the orange and by elimination Mike ate the banana. 5) Find a 4-letter word for each blank below so that when added, two new words (sharing the same middle word) are created. What is each word? Postmark - Markdown Fairplay - Playpen Cakewalk - Walkway Baseball - Ballgame Backdoor - Doorway Brokedown - Downtown
3 6) Solve the puzzle to read the quotes. All the letters are given to you...but can you determine the right place for them? The letters in each vertical column go into the squares directly below them, but not necessarily in the order they appear. A black square indicates the end of a word. When you have placed all the letters in their correct squares, you will be able to read a quotation across the diagram from left to right. 7) Sometimes when you are arguing with a fool he is doing the same thing
4 ) Topic: National Crisis A B C D E F G H I J K L M N O P Q R S T U V W X Y Z C F C, F ' C Ronald Reagan I have left orders to be awakened at any time in case of national emergency, even if I'm in a Cabinet meeting 9) The shoes you re looking at were discounted by 40% and then that price was discounted another 15%. What did they cost, originally, if you can buy them for $68 now? If the price now was discounted 15%, find the amount they were discounted from first ( the first discount price). Original price = discount price 1-percent discount as decimal First discount price = 68 = 68 = $80 (1-0.15).85 Original price = 80 = 80 = $ (1-0.40).60 The discount price of 40% followed by the 15% is not the same as a discount of 55%. A 55% discount would have resulted in $60 shoes. 10) Fill in the next number in the sequence 15, 12, 24, 20, 33, 28, 42,
5 Answer 36 The odd terms of the sequence continually increase by 9, i.e., = 24; = 33 ; = 42;... The even terms of the sequence continually increase by 8, i.e., = 20; = 28; = 36;... 11) If teapot A holds 32 ounces of tea, about how many ounces does teapot B hold? 16 ounces (about half of pot A). The amount of tea that can be kept within each pot is determined by the height of the spout opening. The tea level cannot rise above the spout opening since any extra tea would merely spill out from the spout. A simple visual estimate would conclude that the spout of teapot B is approximately half the height of that of teapot A, therefore providing only half of the capacity, or 16 ounces. 12) Gears A and D have 60 teeth each, gear B has 40 teeth, and gear C has 20 teeth. Suppose that gear B makes twenty complete turns every minute, explain the relative speed of gears A and D? Gears A and D rotate at the same speed. Gears of equal size will rotate at constant speeds irrespective of smaller or larger gears in between them. 13) This is a ziggurat. Start off at the top with a four-letter word to be guessed according to the definition that is given to you. Then work downward, adding the indicated letter to the higher-up word through anagrammatization.
6 S O R E Painful, tender S P O R E Holes +P S P O R E S Small; (one celled) bodies produced by algae + S R E P O S E S What someone does when he or she is tired (+E) 14) In each of these puzzles, a proverb is written with exactly one letter of each word replaced with another. Can you figure out what the original proverb is? A) Binds if I heather frock together. Birds of a feather flock together. B) Take hat white she sin whines. Make hay while the sun shines. 15) Word Boxes are like miniature crossword puzzles, except that each word is filled in across and down the grid. That is, the answer to 1 across is the same word as the answer to 1 down; 2 across is the same as 2 down; etc. Can you solve these Word Boxes? 1. matter unit 2 lion handler's task 3. warning sign 4. fix A T O M T A M E O M E N M E N D 15) I can run but not walk. Wherever I go, thought follows close behind. What am I? A nose.
7 16) In a certain election, several students collected signatures to place a candidate on the ballot. Of these signatures, 25% were thrown out as invalid. Then a further 20% of those remaining were eliminated. What percent of the original number of signatures were left? 60% A percent problem. So start with 100%. If 25% of 100 are thrown out, then 75 are left. If 20 percent of 75 are thrown out, 60 are left. 17) RIVER CROSSING: A man needs to cross a river in a canoe. With him, he has a bag of grain, a chicken, and a fox. He can only carry one of the three at a time. If he leaves the grain and the chicken, the chicken will eat the grain. If he takes the grain, the fox will eat the chicken. How does he successfully cross the river with his load in 3 trips? Trip 1) Trip 2) Trip 3) The man first takes the chicken across, leaving it on the other side. He returns alone in the canoe and picks up the bag of grain. After bringing across the grain, he takes the chicken back to the original side, dropping him off, and picking up the fox. After bringing the fox to the other side, and leaving it with the grain, the man returns back to the original side, retrieving the chicken, and making his 3rd and final trip crossing the river. At no point was the fox left alone with the chicken, or the chicken with the grain. 18) Only one word can be anagrammed from SPRINGIEST. What is it? PERSISTING 19) At my favorite fruit stand in Puzzleand, and orange costs $0.18, a pineapple costs $0.27 and a grape costs $0.15. Using the same logic, can you tell how much a mango costs? The mango costs $0.15. The logic is $0.03 per letter. 20) Margot like knights but not battlers, she likes writing but not typing; she like to listen but not to sing. Does she like an unknown or famous author? Margot likes unknown writers. She only likes words with a silent letter.
2) Diaphantus was a Greek mathematician who lived in the third century. He was one of the first mathematicians to use algebraic symbols.
1) Mismatched Joe is in a pitch dark room selecting socks from his drawer. He has only six socks in his drawer, a mixture of black and white. If he chooses two socks, the chance that he draws out a white
More informationMath 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 informationBears. ACROSS 3 Bears are very animals. 4 Bears can kill with one. DOWN 1 Bears have legs. 2 Bears have heads. big, hit, short, strong
Bears Level 1.0, Story 1 1 2 Bears are very animals. Bears can kill with one. 1 Bears have legs. 2 Bears have heads. big, hit, short, strong The Bus Level 1.0, Story 2 1 2 A bus takes us. We can ride the
More informationPhrases for 2 nd -3 rd Grade Sight Words (9) for for him for my mom it is for it was for. (10) on on it on my way On the day I was on
(1) the on the bus In the school by the dog It was the cat. Phrases for 2 nd -3 rd Grade Sight Words (9) for for him for my mom it is for it was for (17) we If we go we can sit we go out Can we go? (2)
More informationNotes #45 Probability as a Fraction, Decimal, and Percent. As a result of what I learn today, I will be able to
Notes #45 Probability as a Fraction, Decimal, and Percent As a result of what I learn today, I will be able to Probabilities can be written in three ways:,, and. Probability is a of how an event is to.
More information4 th Grade Questions and Solutions
4 th Grade Questions and Solutions Bergen County Academies Math Competition 2006 22 October 2006 1. Brian likes to feed the ducks. The first day he uses 1 slice of bread. The second day he uses 2 slices
More informationThis book belongs to
This book belongs to This book was made for your convenience. It is available for printing from the website. It contains all of the printables from Easy Peasy's Math 2 course. The instructions for each
More informationHundreds Grid. MathShop: Hundreds Grid
Hundreds Grid MathShop: Hundreds Grid Kindergarten Suggested Activities: Kindergarten Representing Children create representations of mathematical ideas (e.g., use concrete materials; physical actions,
More informationFamily and Friends 1 Time to talk! Student Audio CD Script
Family and Friends 1 Time to talk! Student Audio CD Script Starter unit Listening 1. Listen and repeat. Rosy, Tim, Billy, Miss Jones Listening 2. Listen and sing. Hello, Rosy. Hello, Tim. Hello everyone.
More informationLogical Thinking. Lesson
Lesson 2 Logical Thinking Aim In this lesson you will learn: Step by step approach and reasoning to solve problems. How to use what you already know to solve problems. How to tackle a task when you do
More informationCounting Problems for Group 1 (Due by EOC Feb. 27)
Counting Problems for Group 1 (Due by EOC Feb. 27) Not All Things Must Pass. 1. Forty-one students each took three exams: one in Algebra, one in Biology, and one in Chemistry. Here are the results 12 failed
More informationMath Mania in the Primary Grades. Ginny A. Dowd
Math Mania in the Primary Grades Ginny A. Dowd 1 Table of Contents Let s find attributes! Pages 4-6 Negative Numbers Page 130-132 Let s write numbers Pages 7-11 Calendar Fun Pages 12-25 The Magical Number
More informationENGLISH COMPETITION. LEVEL 3 4 (Γ - Δ Δημοτικού) 19 January am-11am
ENGLISH COMPETITION LEVEL 3 4 (Γ - Δ Δημοτικού) 19 January 2013 10am-11am Questions 1 10 : 3 points Questions 11 20 : 4 points Questions 21 30 : 5 points Dorothy lives in a small house in Kansas with Uncle
More information2. Let E and F be two events of the same sample space. If P (E) =.55, P (F ) =.70, and
c Dr. Patrice Poage, August 23, 2017 1 1324 Exam 1 Review NOTE: This review in and of itself does NOT prepare you for the test. You should be doing this review in addition to all your suggested homework,
More informationLogical Thinking. Lesson
Lesson 2 Logical Thinking Aim In this lesson you will learn: Step by step approach and reasoning to solve problems. How to use what you already know to solve problems. How to tackle a task when you do
More informationMULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question.
Study Guide for Test III (MATH 1630) Name MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question. Find the number of subsets of the set. 1) {x x is an even
More informationFraction Fun E54. of an apple pie. Greg ate 1_ 2. of the way to school and walked 3_ 8. of the same pie. How much of the apple pie was left?
Lesson 7.1 Fraction Fun Solve each problem. 1. Gina ate 1_ of an apple pie. Greg ate 1_ 2 of the same pie. How much of the apple pie was left? 2. So far, John has run 1_ of the way to school and walked
More informationMathematics Curriculum
K GR A D E Mathematics Curriculum GRADE K MODULE 1 Answer Key GRADE K MODULE 1 Numbers to 10 Lesson 1 Answer Key Lesson 1 Line drawn from big squirrel to little squirrel Line drawn from little rabbit to
More informationGrade 6 Math Circles March 7/8, Magic and Latin Squares
Faculty of Mathematics Waterloo, Ontario N2L 3G1 Centre for Education in Mathematics and Computing Grade 6 Math Circles March 7/8, 2017 Magic and Latin Squares Today we will be solving math and logic puzzles!
More informationgarlic pepper tomato onion lime
Salsa Vegetableseta garlic pepper tomato onion lime Permission granted to copy student pages for purchaser s class. Life Science, Part 2: BLM 1 Station 1. 2. Use your senses to observe the seeds, the tomato,
More informationCheetah Math Superstars
PARENTS: You may read the problem to your child and demonstrate a similar problem, but he/she should work the problems. Please encourage independent thinking and problem solving skills. SCORING: 20 paw
More informationName: Spring P. Walston/A. Moore. Topic worksheet # assigned #completed Teacher s Signature Tree Diagrams FCP
Name: Spring 2016 P. Walston/A. Moore Topic worksheet # assigned #completed Teacher s Signature Tree Diagrams 1-0 13 FCP 1-1 16 Combinations/ Permutations Factorials 1-2 22 1-3 20 Intro to Probability
More informationProblem Solving Problems for Group 1(Due by EOC Sep. 13)
Problem Solving Problems for Group (Due by EOC Sep. 3) Caution, This Induction May Induce Vomiting! 3 35. a) Observe that 3, 3 3, and 3 3 56 3 3 5. 3 Use inductive reasoning to make a conjecture about
More informationOur Environment. Summer Term 2 Homework Booklet. Name:
Our Environment Summer Term 2 Homework Booklet Name: ------------------------ Year 2-Optional Homework This is the Homework Booklet for the second half of the Summer Term. Please feel free to complete
More informationFirst Grade Common Core Math Word Problems. Operations and Algebraic Thinking 1.OA Represent and solve problems involving addition and subtraction.
First Grade Common Core Math Word Problems Operations and Algebraic Thinking 1.OA Represent and solve problems involving addition and subtraction. 1.OA.1 1. Jen has 8 apples. Pat has 10 apples. How many
More informationYimin Math Centre. Year 3 Term 3 Test. Answer the questions in the spaces provided on the question sheets.
Yimin Math Centre Year 3 Term 3 Test Student Name: Grade: Date: Score: Answer the questions in the spaces provided on the question sheets. If you run out of room for an answer, continue on the back of
More informationFIRST GRADE FIRST GRADE HIGH FREQUENCY WORDS FIRST 100 HIGH FREQUENCY WORDS FIRST 100
HIGH FREQUENCY WORDS FIRST 100 about Preprimer, Primer or 1 st Grade lists 1 st 100 of again 100 HF words for Grade 1 all am an are as away be been before big black blue boy brown but by came cat come
More informationSpiral Review Created by K. Lyle 2014
Spiral Review #4 Created by K. Lyle 2014 Enclosed is 9 weeks of Spiral Review that covers skills taught throughout third grade. Questions are aligned to the Virginia Standards of Learning with a focus
More informationNumerical Reasoning Practice Test
Numerical Reasoning Practice Test De Roza Education and Research 2016 Practice Questions Here are some practice examples to show you what the questions on the real test are like Question P1 1 2 3 3 5 6
More informationCranford Public Schools Summer Math Practice Students Entering 4 th Grade
Cranford Public Schools Summer Math Practice Students Entering 4 th Grade Summer Math Practice- Rising to 4th Grade Name Multiple Choice 1. Michelle is painting her bedroom walls. Which measurement best
More information_ 3 R _ 5 R2
3-1 Divide with remainders. 1. 5 _ 5 R4 29 2. 8 _ 4 R2 34 3. 9 _ 8 R3 75-25 4-32 2-72 3 4. 2 _ 6 R1 13 5. 4 _ 9 R3 39 6. 4 _ 7 R2 3-12 1-36 3-28 2 7. 7 _ 6 R3 45 8. 6 _ 6 R2 38 9. 5 _ 7 R4 39-42 3-36 2-35
More informationPlace the First Digit
Lesson 2. Place the First Digit When you divide, you can use estimation or place value to place the first digit of the quotient. Divide. 6q w,266 Estimate.,200 4 6 5 200, so the first digit of the quotient
More informationLEVEL I. 3. In how many ways 4 identical white balls and 6 identical black balls be arranged in a row so that no two white balls are together?
LEVEL I 1. Three numbers are chosen from 1,, 3..., n. In how many ways can the numbers be chosen such that either maximum of these numbers is s or minimum of these numbers is r (r < s)?. Six candidates
More information2 Event is equally likely to occur or not occur. When all outcomes are equally likely, the theoretical probability that an event A will occur is:
10.3 TEKS a.1, a.4 Define and Use Probability Before You determined the number of ways an event could occur. Now You will find the likelihood that an event will occur. Why? So you can find real-life geometric
More informationAnswer each of the following problems. Make sure to show your work.
Answer each of the following problems. Make sure to show your work. 1. A board game requires each player to roll a die. The player with the highest number wins. If a player wants to calculate his or her
More informationPuzzles or Monkey Tricks?
Chapter 1 Puzzles or Monkey Tricks? Before turning to the logic of lying and truth telling, I would like to entertain you with some miscellaneous items-puzzles, jokes, swindles, etc. Anything goes! This
More information= 20 + = = 2 30 = 2 15 = = + 10 = = = 40 2 = = + 20 = = = 8 2 =
Answers will vary. This is one example. Name MENTAL MATHS Addition & Subtraction Multiplication + = + = = = = + = + = = = = + = + = = = = + = + = = = = + = + = = = = Number & place value Write each number
More informationA 20% B 25% C 50% D 80% 2. Which spinner has a greater likelihood of landing on 5 rather than 3?
1. At a middle school, 1 of the students have a cell phone. If a student is chosen at 5 random, what is the probability the student does not have a cell phone? A 20% B 25% C 50% D 80% 2. Which spinner
More information12.1 Practice A. Name Date. In Exercises 1 and 2, find the number of possible outcomes in the sample space. Then list the possible outcomes.
Name Date 12.1 Practice A In Exercises 1 and 2, find the number of possible outcomes in the sample space. Then list the possible outcomes. 1. You flip three coins. 2. A clown has three purple balloons
More informationLogic Gates! Early Elementary Math Circle
Logic Gates! Early Elementary Math Circle Computers are made out of devices called logic gates. In this handout we ll learn what logic gates are and what they do. 1 And gates 1. If you combine two true
More informationChapter 10 Practice Test Probability
Name: Class: Date: ID: A Chapter 0 Practice Test Probability Multiple Choice Identify the choice that best completes the statement or answers the question. Describe the likelihood of the event given its
More informationCounting Learning Outcomes
1 Counting Learning Outcomes List all possible outcomes of an experiment or event. Use systematic listing. Use two-way tables. Use tree diagrams. Solve problems using the fundamental principle of counting.
More informationMath 14 Lecture Notes Ch. 3.6
Math Lecture Notes h... ounting Rules xample : Suppose a lottery game designer wants to list all possible outcomes of the following sequences of events: a. tossing a coin once and rolling a -sided die
More informationMore Activities to Reinforce and Teach Sight Words
More Activities to Reinforce and Teach Sight Words Bean Bag Toss Materials: One shower curtain liner divided into 20 boxes with a permanent marker Bean Bag Words on large cards Attach the words to the
More informationLogical Thinking. Lesson
Lesson 2 Logical Thinking Aim In this lesson you will learn: Step by step approach and reasoning to solve problems. How to use what you already know to solve problems. How to tackle a task when you do
More informationAnn can Ann likes. Writing. Ann likes to jump. 1. Get your paper. 2. Write a sentence about Ann. 3. Draw a picture to go with your sentence.
Ann can Ann likes Paper Pencil, crayons 1. Get your paper. 2. Write a sentence about Ann. Ann likes to jump. 3. Draw a picture to go with your sentence. Ann Sentences Compare Two Friends 1. You will be
More informationDeveloping*Algebraic*Thinking:*OVERVIEW*
Developing*Algebraic*Thinking:*OVERVEW* A. Generalizing patterns across representations (one- and two- step) This set of tasks falls in two categories. First, those that are proportional (equations look
More informationUK 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 informationUnit 1, Activity 2, Grain of Rice. Grade 4 Mathematics
Unit 1, Activity 2, Grain of Rice Grade 4 Mathematics Unit 1, Activity 2, Grain of Rice One Grain of Rice Predict how many grains of rice Rani will get after one month. Complete the table with a partner.
More informationUN DOS TREZ Sudoku Competition. Puzzle Booklet for Preliminary Round. 19-Feb :45PM 75 minutes
Name: College: Email id: Contact: UN DOS TREZ Sudoku Competition Puzzle Booklet for Preliminary Round 19-Feb-2010 4:45PM 75 minutes In Association With www.logicmastersindia.com Rules of Sudoku A typical
More informationClass 9 th Logical Reasoning
Year Questions Marks 2012 20 20 2013 20 20 2014 15 15 2015 15 15 2016 15 15 Total 85 85 1. In the following question, the symbols @,, $ and % is used with the following meanings as illustrated below: A
More informationUse the graph to answer the question. Write the correct letter in the blank.
1 Use the graph to answer the question. 4 High Temperature ( F) 120 1 0 90 80 70 60 50 40 30 20 0 Temperature Over a Week Sunday Monday Tuesday Wednesday Thursday Friday Saturday Anthony had 9 oranges.
More informationPlay the Electric Bass by the Number System
Play the Electric Bass by the Number System Background There are 7 tones (or notes) in a major scale (or key). Key of C Key of D Key of E Key of F Key of G Key of A Key of B C D E F G A B C (Notice the
More informationRELEASED. North Carolina READY End-of-Grade Assessment Mathematics. Grade 7. Student Booklet
REVISED 7/4/205 Released Form North Carolina READY End-of-Grade Assessment Mathematics Grade 7 Student Booklet Academic Services and Instructional Support Division of Accountability Services Copyright
More informationAnswer 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 informationBasic Probability Concepts
6.1 Basic Probability Concepts How likely is rain tomorrow? What are the chances that you will pass your driving test on the first attempt? What are the odds that the flight will be on time when you go
More informationCOMPOUND EVENTS. Judo Math Inc.
COMPOUND EVENTS Judo Math Inc. 7 th grade Statistics Discipline: Black Belt Training Order of Mastery: Compound Events 1. What are compound events? 2. Using organized Lists (7SP8) 3. Using tables (7SP8)
More information1 Read the text quickly. Then underline the correct word(s) to complete the sentence. / 0.2 point
Reading 1 Read the text quickly. Then underline the correct word(s) to complete the sentence. / 0.2 point The text presents facts / people s opinions about Barack Obama. Barack Obama Barack Hussein Obama
More informationA).4,.4,.2 B).4,.6,.4 C).3,.3,.3 D).5,.3, -.2 E) None of these are legitimate
AP Statistics Probabilities Test Part 1 Name: 1. A randomly selected student is asked to respond to yes, no, or maybe to the question, Do you intend to vote in the next election? The sample space is {yes,
More informationHow to use these Addition Cards.
How to use these Addition Cards. Throw out your dice, and replace them with Mental Math. Your child will be adding faster than a calculator soon! Each card is an Addition Fact question. The cards use values
More information0:50. year. Use 2B or HB pencil only. Time available for students to complete test: 50 minutes
national assessment program literacy and numeracy NUMERACY year 5 2010 0:50 Time available for students to complete test: 50 minutes Use 2B or HB pencil only ACARA, on behalf of the Ministerial Council
More informationAnswer each of the following problems. Make sure to show your work.
Answer each of the following problems. Make sure to show your work. 1. A board game requires each player to roll a die. The player with the highest number wins. If a player wants to calculate his or her
More informationSynergy Round. Warming Up. Where in the World? Scrabble With Numbers. Earning a Gold Star
Synergy Round Warming Up Where in the World? You re standing at a point on earth. After walking a mile north, then a mile west, then a mile south, you re back where you started. Where are you? [4 points]
More informationChapter 1: Introduction to Statistics
Section 1 1: Descriptive Statistics: Chapter 1: Introduction to Statistics The first 3 chapters of this course will develop the concepts involved with Descriptive Statistics. Descriptive Statistics is
More information1) What do they see? 2) Why do they think that? 3) What else do they see?
Generally, for each painting you should use Visual Thinking Strategy (VLS) questioning. This is a method of questioning in which you broadly ask the students: 1) What do they see? 2) Why do they think
More informationSimultaneous Equations Worded Examples
Simultaneous Equations Worded Examples STUDENTS MUST STATE THE MEANING OF EACH VARIABLE 1. Two friends, Vicky and Richard, are each thinking of a number. Twice Vicky s number plus three times Richard s
More informationCambridge International Examinations Cambridge Primary Checkpoint
Cambridge International Examinations Cambridge Primary Checkpoint MATHEMATICS 0845/01 Paper 1 April 2016 45 minutes Candidates answer on the Question Paper. Additional Materials: Pen Protractor Pencil
More informationNTSE STAGE_II MENTAL ABILITY PAPER-2016
NTSE STAGE_II MENTAL ABILITY PAPER-2016 1. Complete the series D3Y104, G9U91, J27Q78, M8IM65, (1) P243139 (2) Q243I52 (3) P243I52 (4) Q162J39 2. Which of the following can replace the question mark? 0.8
More informationKenken For Teachers. Tom Davis January 8, Abstract
Kenken For Teachers Tom Davis tomrdavis@earthlink.net http://www.geometer.org/mathcircles January 8, 00 Abstract Kenken is a puzzle whose solution requires a combination of logic and simple arithmetic
More informationThe Sixth Annual West Windsor-Plainsboro Mathematics Tournament
The Sixth Annual West Windsor-Plainsboro Mathematics Tournament Saturday October 27th, 2018 Grade 6 Test RULES The test consists of 25 multiple choice problems and 5 short answer problems to be done in
More informationMEP : Feeder Primary Project / Reception Year. R: Counting up to nine C: Decomposing nine E: Observational and manual skills.
1 5 min 2 15 min 3 20 min : Counting up to nine C: Decomposing nine E: Observational and manual skills. Short term memory Nine shells T: Share nine shells with your partner. Explain your sharing A and
More informationUNIT 5: RATIO, PROPORTION, AND PERCENT WEEK 20: Student Packet
Name Period Date UNIT 5: RATIO, PROPORTION, AND PERCENT WEEK 20: Student Packet 20.1 Solving Proportions 1 Add, subtract, multiply, and divide rational numbers. Use rates and proportions to solve problems.
More informationI can read. I m growing up now. I can read, look at me. I can read. I m really smart now. I can read, look at me. Can you believe? I can read?
I Can Read I I can read. I m growing up now. I can read, look at me. I can read. I m really smart now. I can read, look at me. Can you believe? I can read? We can read. We re growing up now. We can read,
More informationYear 1. Using and applying mathematics. Framework review
Year 1 Using and applying mathematics Solve problems involving counting, adding, subtracting, doubling or halving in the context of numbers, measures or money, for example to pay and give change I am going
More informationSolving Problems. PS1 Use and apply mathematics to solve problems, communicate and reason Year 1. Activities. PS1.1 Number stories 1.
PS1 Use and apply mathematics to solve problems, communicate and reason Year 1 PS1.1 Number stories 1 PS1.2 Difference arithmagons PS1.3 Changing orders PS1.4 Making shapes PS1.5 Odd or even? PS1.6 Odd
More informationFour mice have found a lump of cheese. Draw where they should cut it so that they each have an equal amount. Each mouse has of the c
MEP Primary Practice Book Y2b a) Draw half the number of shapes in the picture. b) Draw one third of the number of shapes in the picture. c) Draw one quarter of the number of shapes in the picture. 2 There
More informationUKMT UKMT UKMT. Junior Kangaroo Mathematical Challenge. Tuesday 13th June 2017
UKMT UKMT UKMT Junior Kangaroo Mathematical Challenge Tuesday 3th June 207 Organised by the United Kingdom Mathematics Trust The Junior Kangaroo allows students in the UK to test themselves on questions
More informationThe Sixth Annual West Windsor-Plainsboro Mathematics Tournament
The Sixth Annual West Windsor-Plainsboro Mathematics Tournament Saturday October 27th, 2018 Grade 6 Test RULES The test consists of 25 multiple choice problems and 5 short answer problems to be done in
More informationINTEGERS. Place these integers in order starting with the least or smallest (the first one is done for you.)
INTEGERS Place these integers in order starting with the least or smallest (the first one is done for you.) -6-8 10-8 -6 10 0-5 -4 12-12 16-4 -3-8 -6 7-8 5 0 18-22 20-56 17-85 99 42-17 -12-43 Solve. 1
More informationEarly Elementary Week 9: Math Dominoes
Early Elementary Week 9: Math Dominoes At a round table there are chairs placed with the same distance between them. They are numbered consecutively 1, 2, 3,. Peter is sitting on chair number 11, directly
More informationPart 5: Math. Chapter 28: Numbers, Arithmetic, and Number Sense ( ) +? Questions. Bonus Chapter
Bonus Chapter Chapter 28: Numbers, Arithmetic, and Number Sense Questions 1. The speed of light is about 186,000 miles per second. A light year is the distance light travels in a year. What is the approximate
More informationIntermediate Mathematics League of Eastern Massachusetts
Meet #5 March 2009 Intermediate Mathematics League of Eastern Massachusetts Meet #5 March 2009 Category 1 Mystery 1. Sam told Mike to pick any number, then double it, then add 5 to the new value, then
More informationKansas City Area Teachers of Mathematics 2005 KCATM Contest PROBLEM SOLVING TEST GRADE 6
Kansas City Area Teachers of Mathematics 2005 KCATM Contest PROBLEM SOLVING TEST GRADE 6 INSTRUCTIONS Do not open this booklet until instructed to do so. Time limit: 15 minutes You may use calculators
More informationUnit 3: Word Problems Packet
Solve each problem by following the L.E.S.S method. Do all of your work on a separate sheet of paper. Only algebraic solutions will be accepted. 1) Four times a number decreased by eight is 24. Find the
More informationData Analysis and Probability
Data Analysis and Probability Vocabulary List Mean- the sum of a group of numbers divided by the number of addends Median- the middle value in a group of numbers arranged in order Mode- the number or item
More informationGrade 7/8 Math Circles November 8 & 9, Combinatorial Counting
Faculty of Mathematics Waterloo, Ontario NL G1 Centre for Education in Mathematics and Computing Grade 7/8 Math Circles November 8 & 9, 016 Combinatorial Counting Learning How to Count (In a New Way!)
More informationI followed the steps to work through four examples. Conjecture: It is 3 times. It worked.
1.6 Reasoning to Solve Problems GOAL Solve problems using inductive or deductive reasoning. INVESTIGATE the Math Emma was given this math trick: Choose a number. Multiply by 6. Add 4. Divide by 2. Subtract
More information7 Mathematics Curriculum
New York State Common Core 7 Mathematics Curriculum GRADE Table of Contents 1 Percent and Proportional Relationships GRADE 7 MODULE 4... 3 Topic A: Finding the Whole (7.RP.A.1, 7.RP.A.2c, 7.RP.A.3)...
More informationMathematics, 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 informationa. The probability of getting a yellow marble or P(yellow) is 2/3. What is P(blue or green)?
Chapter 1 Practice Exam Name: A bag of marbles contains only the colors blue, yellow and green. a. The probability of getting a yellow marble or P(yellow) is 2/3. What is P(blue or green)? b. P(green)
More information11 + Entrance Examination Sample Paper 2 Mathematics Total Marks: 100 Time allowed:1 hour
11 + Entrance Examination Sample Paper 2 Mathematics Total Marks: 100 Time allowed:1 hour Information for parents: This sample paper has been created for children who are embarking on the 11+ exam. The
More informationFirst Name: Last Name: Select the one best answer for each question. DO NOT use a calculator in completing this packet.
5 Entering 5 th Grade Summer Math Packet First Name: Last Name: 5 th Grade Teacher: I have checked the work completed: Parent Signature Select the one best answer for each question. DO NOT use a calculator
More informationKenKen Strategies. Solution: To answer this, build the 6 6 table of values of the form ab 2 with a {1, 2, 3, 4, 5, 6}
KenKen is a puzzle whose solution requires a combination of logic and simple arithmetic and combinatorial skills. The puzzles range in difficulty from very simple to incredibly difficult. Students who
More informationUnit 11 Probability. Round 1 Round 2 Round 3 Round 4
Study Notes 11.1 Intro to Probability Unit 11 Probability Many events can t be predicted with total certainty. The best thing we can do is say how likely they are to happen, using the idea of probability.
More informationLesson 2.1 Multiplication Comparisons
Name: # Lesson 2.1 Multiplication Comparisons Date: Ms. Mastromarco 1. Write a comparison sentence. a. 6 3 = 18 times as many as is. 2. Alan is 14 years old. This is twice as old as his brother James is.
More information2. The lines with equations ax + 2y = c and bx - 3y = d are perpendicular. Find a b. A. -6 B C. -1 D. 1.5 E. 6
Test #2 AMATYC Student Mathematics League February/March 2014 1. A store advertises, We pay the sales tax! If sales tax is 8%, what discount to the buyer to the nearest tenth of a percent does this represent?
More informationChuckra 11+ Maths Test 1
Chuckra 11+ Maths Test 1 1 The table below shows how many people own each type of pet. How many people own pet cats? 4 50 150 300 2000 2 There are 310 tourists on a plane for London. Of these, 185 people
More informationThis book belongs to
This book belongs to This book was made for your convenience. It is available for printing from the website. It contains all of the printables from Easy Peasy's Math 3 course. The instructions for each
More informationACE OF PACE (MAIN SOLUTION CODE 01 & 02)
CE OF PCE (MIN SOLUTION CODE & ). The product of a rational and an irrational number is always rational (B) irrational (C) both (D) can t say (B) Product of rational & irrational irrational. Divide: by
More informationPUZZLE PACK for Maniac Magee
TEACHER S PET PUBLICATIONS PUZZLE PACK for Maniac Magee based on the book by Jerry Spinelli Written by William T. Collins 2005 Teacher s Pet Publications All Rights Reserved ISBN 978-1-60249-362-9 Item
More information