Introducing fractions
|
|
|
- Hugh Jordan
- 5 years ago
- Views:
Transcription
1 Introduing frtions Nme Colour hlf of eh shpe: Show the following fr ons: out of out of out of Lel these fr ons: Shde these fr ons: 7 0 Represents ommon fr ons on different models Interprets the numertor nd denomintor of fr on Series D Topi Assessment Copyright P Lerning
2 Introduing frtions Nme Colour hlf of eh shpe: Shding my vry. Show the following fr ons: out of out of out of Lel these fr ons: 0 Shde these fr ons: 7 0 Represents ommon fr ons on different models Interprets the numertor nd denomintor of fr on Copyright P Lerning Series D Topi Assessment
3 Introduing frtions Nme Put ring round the following: of the irles of the flowers Wht fr on of eh group hs ring round it? 7 Use the digrms to find the fr ons of different numers: of = of = of = Find these mounts in these prolems: of ll the kids in my lss wer wth. How mny wer wth if there re kids in my lss? Ben hd 0 plnts nd gve did he give wy? wy to his friends. How mny Finds fr ons of olle on of ojets Finds fr on of whole numer Series D Topi Assessment Copyright P Lerning
4 Introduing frtions Nme Put ring round the following: of the irles Answers my vry. of the flowers Wht fr on of eh group hs ring round it? Use the digrms to find the fr ons of different numers: of = of = of = Find these mounts in these prolems: of ll the kids in my lss wer wth. How mny wer wth if there re kids in my lss? Ben hd 0 plnts nd gve did he give wy? wy to his friends. How mny Finds fr ons of olle on of ojets Finds fr on of whole numer Copyright P Lerning Series D Topi Assessment
5 Introduing frtions Nme 9 Lel this fr on wll: whole 0 Put these fr ons in order from smllest to lrgest: Mth the equivlent fr ons in the top row with the fr ons underneth y drwing line to onnet them: Orders hlves, qurters nd eighths Finds equivlene etween hlves, qurters nd eighths Series D Topi Assessment Copyright P Lerning
6 7 Series D Topi Assessment Copyright P Lerning Introduing frtions Nme Mth the equivlent fr ons in the top row with the fr ons underneth y drwing line to onnet them: Orders hlves, qurters nd eighths Finds equivlene etween hlves, qurters nd eighths 9 0 Lel this fr on wll: whole Put these fr ons in order from smllest to lrgest: whole
7 Types of frtions Nme Shde the fr on strips so tht eh one mthes the fr on or deiml: Complete this numer line showing equivlent tenths nd deimls: Lel these models s fr ons nd s deimls: Fr on Deiml Fr on Deiml Fr on Deiml d Fr on Deiml Series D Topi Assessment Copyright P Lerning
8 Types of frtions Nme Shde the fr on strips so tht eh one mthes the fr on or deiml: Complete this numer line showing equivlent tenths nd deimls: Lel these models s fr ons nd s deimls: Fr on Deiml Fr on Deiml Fr on Deiml d Fr on Deiml Copyright P Lerning Series D Topi Assessment 9
9 Types of frtions Nme Shde the numer of hundredths on eh grid: Write the numer of hundredths shown on eh grid s fr on nd deiml: Fr on Deiml Fr on Deiml Fr on Deiml Uses deiml not on for tenths nd hundredths Finds equivlene etween tenths nd deimls Finds equivlene etween hundredths nd deimls 0 Series D Topi Assessment Copyright P Lerning
10 Types of frtions Nme Shde the numer of hundredths on eh grid: Write the numer of hundredths shown on eh grid s fr on nd deiml: Fr on Deiml Fr on Deiml Fr on Deiml Uses deiml not on for tenths nd hundredths Finds equivlene etween tenths nd deimls Finds equivlene etween hundredths nd deimls Copyright P Lerning Series D Topi Assessment
Can Pythagoras Swim?
Overview Ativity ID: 8939 Mth Conepts Mterils Students will investigte reltionships etween sides of right tringles to understnd the Pythgoren theorem nd then use it to solve prolems. Students will simplify
The Math Learning Center PO Box 12929, Salem, Oregon Math Learning Center
Resource Overview Quntile Mesure: Skill or Concept: 80Q Multiply two frctions or frction nd whole numer. (QT N ) Excerpted from: The Mth Lerning Center PO Box 99, Slem, Oregon 9709 099 www.mthlerningcenter.org
Subtracting Fractions
Lerning Enhncement Tem Model Answers: Adding nd Subtrcting Frctions Adding nd Subtrcting Frctions study guide. When the frctions both hve the sme denomintor (bottom) you cn do them using just simple dding
Order these angles from smallest to largest by wri ng 1 to 4 under each one. Put a check next to the right angle.
Lines nd ngles Connect ech set of lines to the correct nme: prllel perpendiculr Order these ngles from smllest to lrgest y wri ng to 4 under ech one. Put check next to the right ngle. Complete this tle
Introduction to Algebra
INTRODUCTORY ALGEBRA Mini-Leture 1.1 Introdution to Alger Evlute lgeri expressions y sustitution. Trnslte phrses to lgeri expressions. 1. Evlute the expressions when =, =, nd = 6. ) d) 5 10. Trnslte eh
Measurement and geometry
Mesurement nd geometry 4 Geometry Geometry is everywhere. Angles, prllel lines, tringles nd qudrilterls n e found ll round us, in our homes, on trnsport, in onstrution, rt nd nture. This sene from Munih
OPERATIONS AND ALGEBRAIC THINKING NUMBER AND OPERATIONS IN BASE TEN NUMBER AND OPERATIONS: FRACTIONS
OPERTIONS ND LGERIC THINKING 003-019 WRITE ND INTERPRET NUMERICL EXPRESSIONS NLYZE PTTERNS ND RELTIONSHIPS NUMER ND OPERTIONS IN SE TEN 020-174 UNDERSTND THE PLCE VLUE SYSTEM PERFORM OPERTIONS WITH MULTI-DIGIT
Final Exam Review F 06 M 236 Be sure to look over all of your tests, as well as over the activities you did in the activity book
inl xm Review 06 M 236 e sure to loo over ll of your tests, s well s over the tivities you did in the tivity oo 1 1. ind the mesures of the numered ngles nd justify your wor. Line j is prllel to line.
Rational Numbers---Adding Fractions With Like Denominators.
Rtionl Numbers---Adding Frctions With Like Denomintors. A. In Words: To dd frctions with like denomintors, dd the numertors nd write the sum over the sme denomintor. B. In Symbols: For frctions c nd b
Grade 7/8 Math Circles Geometric Arithmetic October 31, 2012
Fculty of Mthemtics Wterloo, Ontrio N2L 3G1 Grde 7/8 Mth Circles Geometric Arithmetic Octoer 31, 2012 Centre for Eduction in Mthemtics nd Computing Ancient Greece hs given irth to some of the most importnt
Here is an example where angles with a common arm and vertex overlap. Name all the obtuse angles adjacent to
djcent tht do not overlp shre n rm from the sme vertex point re clled djcent ngles. me the djcent cute ngles in this digrm rm is shred y + + me vertex point for + + + is djcent to + djcent simply mens
CMPUT101 Introduction to Computing - Summer 2002
CMPUT Introdution to Computing - Summer 22 %XLOGLQJ&RPSXWHU&LUFXLWV Chpter 4.4 3XUSRVH We hve looked t so fr how to uild logi gtes from trnsistors. Next we will look t how to uild iruits from logi gtes,
COMMON FRACTIONS. or a / b = a b. , a is called the numerator, and b is called the denominator.
COMMON FRACTIONS BASIC DEFINITIONS * A frtion is n inite ivision. or / * In the frtion is lle the numertor n is lle the enomintor. * The whole is seprte into "" equl prts n we re onsiering "" of those
Graphing Conic Sections
Grphing Conic Sections Definition of Circle Set of ll points in plne tht re n equl distnce, clled the rdius, from fixed point in tht plne, clled the center. Grphing Circle (x h) 2 + (y k) 2 = r 2 where
Section 5.3 : Finding Area Between Curves
MATH 9 Section 5. : Finding Are Between Curves Importnt: In this section we will lern just how to set up the integrls to find re etween curves. The finl nswer for ech emple in this hndout is given for
Answer Key Lesson 6: Workshop: Angles and Lines
nswer Key esson 6: tudent Guide ngles nd ines Questions 1 3 (G p. 406) 1. 120 ; 360 2. hey re the sme. 3. 360 Here re four different ptterns tht re used to mke quilts. Work with your group. se your Power
12-B FRACTIONS AND DECIMALS
-B Frctions nd Decimls. () If ll four integers were negtive, their product would be positive, nd so could not equl one of them. If ll four integers were positive, their product would be much greter thn
RATIONAL EQUATION: APPLICATIONS & PROBLEM SOLVING
RATIONAL EQUATION: APPLICATIONS & PROBLEM SOLVING When finding the LCD of problem involving the ddition or subtrction of frctions, it my be necessry to fctor some denomintors to discover some restricted
Solids. Solids. Curriculum Ready.
Curriulum Rey www.mthletis.om This ooklet is ll out ientifying, rwing n mesuring solis n prisms. SOM CUES The Som Cue ws invente y Dnish sientist who went y the nme of Piet Hein. It is simple 3 # 3 #
UNCORRECTED SAMPLE PAGES. Angle relationships and properties of 6geometrical figures 1. Online resources. What you will learn
Online resoures uto-mrked hpter pre-test Video demonstrtions of ll worked exmples Intertive widgets Intertive wlkthroughs Downlodle HOTsheets ess to ll HOTmths ustrlin urriulum ourses ess to the HOTmths
UNIVERSITY OF EDINBURGH COLLEGE OF SCIENCE AND ENGINEERING SCHOOL OF INFORMATICS INFORMATICS 1 COMPUTATION & LOGIC INSTRUCTIONS TO CANDIDATES
UNIVERSITY OF EDINBURGH COLLEGE OF SCIENCE AND ENGINEERING SCHOOL OF INFORMATICS INFORMATICS COMPUTATION & LOGIC Sturdy st April 7 : to : INSTRUCTIONS TO CANDIDATES This is tke-home exercise. It will not
Naming 3D objects. 1 Name the 3D objects labelled in these models. Use the word bank to help you.
Nming 3D ojects 1 Nme the 3D ojects lelled in these models. Use the word nk to help you. Word nk cue prism sphere cone cylinder pyrmid D A C F A B C D cone cylinder cue cylinder E B E prism F cue G G pyrmid
ZZ - Advanced Math Review 2017
ZZ - Advnced Mth Review Mtrix Multipliction Given! nd! find the sum of the elements of the product BA First, rewrite the mtrices in the correct order to multiply The product is BA hs order x since B is
COMP108 Algorithmic Foundations
Grph Theory Prudene Wong http://www.s.liv..uk/~pwong/tehing/omp108/201617 How to Mesure 4L? 3L 5L 3L ontiner & 5L ontiner (without mrk) infinite supply of wter You n pour wter from one ontiner to nother
Calculus Differentiation
//007 Clulus Differentition Jeffrey Seguritn person in rowot miles from the nerest point on strit shoreline wishes to reh house 6 miles frther down the shore. The person n row t rte of mi/hr nd wlk t rte
Patterns and Algebra. My name. Series
Student Techer Ptterns nd Alger My nme Series D Copyright 009 P Lerning. All rights reserved. First edition printed 009 in Austrli. A ctlogue record for this ook is ville from P Lerning Ltd. ISBN 978--9860--
Simplifying Algebra. Simplifying Algebra. Curriculum Ready.
Simplifying Alger Curriculum Redy www.mthletics.com This ooklet is ll out turning complex prolems into something simple. You will e le to do something like this! ( 9- # + 4 ' ) ' ( 9- + 7-) ' ' Give this
SERIES. Patterns and Algebra OUT. Name
D Techer Student Book IN OUT 8 Nme Series D Contents Topic Section Ptterns Answers nd (pp. functions ) identifying ptterns nd nd functions_ creting ptterns_ skip equtions counting nd equivlence completing
CS 241 Week 4 Tutorial Solutions
CS 4 Week 4 Tutoril Solutions Writing n Assemler, Prt & Regulr Lnguges Prt Winter 8 Assemling instrutions utomtilly. slt $d, $s, $t. Solution: $d, $s, nd $t ll fit in -it signed integers sine they re 5-it
6.3 Volumes. Just as area is always positive, so is volume and our attitudes towards finding it.
6.3 Volumes Just s re is lwys positive, so is volume nd our ttitudes towrds finding it. Let s review how to find the volume of regulr geometric prism, tht is, 3-dimensionl oject with two regulr fces seprted
Angles. Angles. Curriculum Ready.
ngles ngles urriculum Redy www.mthletics.com ngles mesure the mount of turn in degrees etween two lines tht meet t point. Mny gmes re sed on interpreting using ngles such s pool, snooker illirds. lck
10.5 Graphing Quadratic Functions
0.5 Grphing Qudrtic Functions Now tht we cn solve qudrtic equtions, we wnt to lern how to grph the function ssocited with the qudrtic eqution. We cll this the qudrtic function. Grphs of Qudrtic Functions
WORKSHOP 9 HEX MESH USING SWEEP VECTOR
WORKSHOP 9 HEX MESH USING SWEEP VECTOR WS9-1 WS9-2 Prolem Desription This exerise involves importing urve geometry from n IGES file. The urves re use to rete other urves. From the urves trimme surfes re
1.1. Interval Notation and Set Notation Essential Question When is it convenient to use set-builder notation to represent a set of numbers?
1.1 TEXAS ESSENTIAL KNOWLEDGE AND SKILLS Prepring for 2A.6.K, 2A.7.I Intervl Nottion nd Set Nottion Essentil Question When is it convenient to use set-uilder nottion to represent set of numers? A collection
50 AMC LECTURES Lecture 2 Analytic Geometry Distance and Lines. can be calculated by the following formula:
5 AMC LECTURES Lecture Anlytic Geometry Distnce nd Lines BASIC KNOWLEDGE. Distnce formul The distnce (d) between two points P ( x, y) nd P ( x, y) cn be clculted by the following formul: d ( x y () x )
Line The set of points extending in two directions without end uniquely determined by two points. The set of points on a line between two points
Lines Line Line segment Perpendiulr Lines Prllel Lines Opposite Angles The set of points extending in two diretions without end uniquely determined by two points. The set of points on line between two
9 4. CISC - Curriculum & Instruction Steering Committee. California County Superintendents Educational Services Association
9. CISC - Curriculum & Instruction Steering Committee The Winning EQUATION A HIGH QUALITY MATHEMATICS PROFESSIONAL DEVELOPMENT PROGRAM FOR TEACHERS IN GRADES THROUGH ALGEBRA II STRAND: NUMBER SENSE: Rtionl
12/9/14. CS151 Fall 20124Lecture (almost there) 12/6. Graphs. Seven Bridges of Königsberg. Leonard Euler
CS5 Fll 04Leture (lmost there) /6 Seven Bridges of Königserg Grphs Prof. Tny Berger-Wolf Leonrd Euler 707-783 Is it possile to wlk with route tht rosses eh ridge e Seven Bridges of Königserg Forget unimportnt
Geometrical reasoning 1
MODULE 5 Geometril resoning 1 OBJECTIVES This module is for study y n individul teher or group of tehers. It: looks t pprohes to developing pupils visulistion nd geometril resoning skills; onsiders progression
Math 4 Review for Quarter 2 Cumulative Test
Mth 4 Review for Qurter 2 Cumultive Test Nme: I. Right Tringle Trigonometry (3.1-3.3) Key Fcts Pythgoren Theorem - In right tringle, 2 + b 2 = c 2 where c is the hypotenuse s shown below. c b Trigonometric
fraction arithmetic. For example, consider this problem the 1995 TIMSS Trends in International Mathematics and Science Study:
Brringer Fll Mth Cmp November, 06 Introduction In recent yers, mthemtics eductors hve begun to relize tht understnding frctions nd frctionl rithmetic is the gtewy to dvnced high school mthemtics Yet, US
5 ANGLES AND POLYGONS
5 GLES POLYGOS urling rige looks like onventionl rige when it is extene. However, it urls up to form n otgon to llow ots through. This Rolling rige is in Pington sin in Lonon, n urls up every Friy t miy.
MATH 2530: WORKSHEET 7. x 2 y dz dy dx =
MATH 253: WORKSHT 7 () Wrm-up: () Review: polr coordintes, integrls involving polr coordintes, triple Riemnn sums, triple integrls, the pplictions of triple integrls (especilly to volume), nd cylindricl
PROBLEM OF APOLLONIUS
PROBLEM OF APOLLONIUS In the Jnury 010 issue of Amerin Sientist D. Mkenzie isusses the Apollonin Gsket whih involves fining the rius of the lrgest irle whih just fits into the spe etween three tngent irles
Integration. October 25, 2016
Integrtion October 5, 6 Introduction We hve lerned in previous chpter on how to do the differentition. It is conventionl in mthemtics tht we re supposed to lern bout the integrtion s well. As you my hve
Theory of Computation CSE 105
$ $ $ Theory of Computtion CSE 105 Regulr Lnguges Study Guide nd Homework I Homework I: Solutions to the following problems should be turned in clss on July 1, 1999. Instructions: Write your nswers clerly
3 FRACTIONS. Before you start. Objectives
FRATIONS Only one eighth of n iceberg shows bove the surfce of the wter, which leves most of it hidden. The lrgest northern hemisphere iceberg ws encountered ner Bffin Islnd in nd in 1. It ws 1 km long,
Angle properties of lines and polygons
chievement Stndrd 91031 pply geometric resoning in solving problems Copy correctly Up to 3% of workbook Copying or scnning from ES workbooks is subject to the NZ Copyright ct which limits copying to 3%
Integration. September 28, 2017
Integrtion September 8, 7 Introduction We hve lerned in previous chpter on how to do the differentition. It is conventionl in mthemtics tht we re supposed to lern bout the integrtion s well. As you my
Section 10.4 Hyperbolas
66 Section 10.4 Hyperbols Objective : Definition of hyperbol & hyperbols centered t (0, 0). The third type of conic we will study is the hyperbol. It is defined in the sme mnner tht we defined the prbol
Quiz2 45mins. Personal Number: Problem 1. (20pts) Here is an Table of Perl Regular Ex
Long Quiz2 45mins Nme: Personl Numer: Prolem. (20pts) Here is n Tle of Perl Regulr Ex Chrcter Description. single chrcter \s whitespce chrcter (spce, t, newline) \S non-whitespce chrcter \d digit (0-9)
Class Overview. Database Design. Database Design Process. Database Design. Introduction to Data Management CSE 414
Introution to Dt Mngement CSE 44 Unit 6: Coneptul Design E/R Digrms Integrity Constrints BCNF Introution to Dt Mngement CSE 44 E/R Digrms ( letures) CSE 44 Autumn 08 Clss Overview Dtse Design Unit : Intro
Improper Integrals. October 4, 2017
Improper Integrls October 4, 7 Introduction We hve seen how to clculte definite integrl when the it is rel number. However, there re times when we re interested to compute the integrl sy for emple 3. Here
Practise Maths. Sarah-Anne Fernandes and Trevor Dixon. Year3
Prtise Mths Srh-Anne Fernndes nd Trevor Dixon Yer Every effort hs een mde to tre ll opyright holders, ut if ny hve een indvertently overlooked, the Pulishers will e plesed to mke the neessry rrngements
SIMPLIFYING ALGEBRA PASSPORT.
SIMPLIFYING ALGEBRA PASSPORT www.mthletics.com.u This booklet is ll bout turning complex problems into something simple. You will be ble to do something like this! ( 9- # + 4 ' ) ' ( 9- + 7-) ' ' Give
Chapter 4 Fuzzy Graph and Relation
Chpter 4 Fuzzy Grph nd Reltion Grph nd Fuzzy Grph! Grph n G = (V, E) n V : Set of verties(node or element) n E : Set of edges An edge is pir (x, y) of verties in V.! Fuzzy Grph ~ n ( ~ G = V, E) n V :
MITSUBISHI ELECTRIC RESEARCH LABORATORIES Cambridge, Massachusetts. Introduction to Matroids and Applications. Srikumar Ramalingam
Cmrige, Msshusetts Introution to Mtrois n Applitions Srikumr Rmlingm MERL mm//yy Liner Alger (,0,0) (0,,0) Liner inepenene in vetors: v, v2,..., For ll non-trivil we hve s v s v n s, s2,..., s n 2v2...
Section 2.3 Functions. Definition: Let A and B be sets. A function (mapping, map) f from A to B, denoted f :A B, is a subset of A B such that
Setion 2.3 Funtions Definition: Let n e sets. funtion (mpping, mp) f from to, enote f :, is suset of suh tht x[x y[y < x, y > f ]] n [< x, y 1 > f < x, y 2 > f ] y 1 = y 2 Note: f ssoites with eh x in
Objective: Students will understand what it means to describe, graph and write the equation of a parabola. Parabolas
Pge 1 of 8 Ojective: Students will understnd wht it mens to descrie, grph nd write the eqution of prol. Prols Prol: collection of ll points P in plne tht re the sme distnce from fixed point, the focus
3.5.1 Single slit diffraction
3.5.1 Single slit diffrction Wves pssing through single slit will lso diffrct nd produce n interference pttern. The reson for this is to do with the finite width of the slit. We will consider this lter.
COMPUTER EDUCATION TECHNIQUES, INC. (WEBLOGIC_SVR_ADM ) SA:
In orer to lern whih questions hve een nswere orretly: 1. Print these pges. 2. Answer the questions. 3. Sen this ssessment with the nswers vi:. FAX to (212) 967-3498. Or. Mil the nswers to the following
Lecture 8: Graph-theoretic problems (again)
COMP36111: Advned Algorithms I Leture 8: Grph-theoreti prolems (gin) In Prtt-Hrtmnn Room KB2.38: emil: iprtt@s.mn..uk 2017 18 Reding for this leture: Sipser: Chpter 7. A grph is pir G = (V, E), where V
Enterprise Digital Signage Create a New Sign
Enterprise Digitl Signge Crete New Sign Intended Audiene: Content dministrtors of Enterprise Digitl Signge inluding stff with remote ess to sign.pitt.edu nd the Content Mnger softwre pplition for their
Lost in Translation: A Reflection on the Ballot Problem and André's Original Method
Lost in Trnsltion: A Reflection on the Bllot Prolem nd André's Originl Method Mrc Renult Shippensurg University Presented t MthFest August 5, 2007 The Bllot Prolem (1887) In how mny wys cn upsteps nd downsteps
1.5 Extrema and the Mean Value Theorem
.5 Extrem nd the Men Vlue Theorem.5. Mximum nd Minimum Vlues Definition.5. (Glol Mximum). Let f : D! R e function with domin D. Then f hs n glol mximum vlue t point c, iff(c) f(x) for ll x D. The vlue
WORKSHOP 6 FRAME SURFACE MODEL ANALYSIS
WORKSHOP 6 FRAME SURFACE MODEL ANALYSIS WS6-1 WS6-2 Workshop Ojetives Crete finite element moel (meshes; onnet jent elements; pply e los, operting los, n grvity los; onstrin noes) for intermeitely iffiult
Compilers. Chapter 4: Syntactic Analyser. 3 er course Spring Term. Precedence grammars. Precedence grammars
Complers Chpter 4: yntt Anlyser er ourse prng erm Prt 4g: mple Preedene Grmmrs Alfonso Orteg: lfonso.orteg@um.es nrque Alfonse: enrque.lfonse@um.es Introduton A preedene grmmr ses the nlyss n the preedene
Definition of Regular Expression
Definition of Regulr Expression After the definition of the string nd lnguges, we re redy to descrie regulr expressions, the nottion we shll use to define the clss of lnguges known s regulr sets. Recll
3.5.1 Single slit diffraction
3..1 Single slit diffrction ves pssing through single slit will lso diffrct nd produce n interference pttern. The reson for this is to do with the finite width of the slit. e will consider this lter. Tke
a < a+ x < a+2 x < < a+n x = b, n A i n f(x i ) x. i=1 i=1
Mth 33 Volume Stewrt 5.2 Geometry of integrls. In this section, we will lern how to compute volumes using integrls defined by slice nlysis. First, we recll from Clculus I how to compute res. Given the
Math Line Integrals I
Mth 213 - Line Integrls I Peter A. Perry University of Kentucky November 16, 2018 Homework Re-Red Section 16.2 for Mondy Work on Stewrt problems for 16.2: 1-21 (odd), 33-41 (odd), 49, 50 Begin Webwork
4452 Mathematical Modeling Lecture 4: Lagrange Multipliers
Mth Modeling Lecture 4: Lgrnge Multipliers Pge 4452 Mthemticl Modeling Lecture 4: Lgrnge Multipliers Lgrnge multipliers re high powered mthemticl technique to find the mximum nd minimum of multidimensionl
Area & Volume. Chapter 6.1 & 6.2 September 25, y = 1! x 2. Back to Area:
Bck to Are: Are & Volume Chpter 6. & 6. Septemer 5, 6 We cn clculte the re etween the x-xis nd continuous function f on the intervl [,] using the definite integrl:! f x = lim$ f x * i )%x n i= Where fx
Mathematics Background
For more roust techer experience, plese visit Techer Plce t mthdshord.com/cmp3 Mthemtics Bckground Extending Understnding of Two-Dimensionl Geometry In Grde 6, re nd perimeter were introduced to develop
Lexical Analysis: Constructing a Scanner from Regular Expressions
Lexicl Anlysis: Constructing Scnner from Regulr Expressions Gol Show how to construct FA to recognize ny RE This Lecture Convert RE to n nondeterministic finite utomton (NFA) Use Thompson s construction
EXPONENT RULES Add Multiply Subtraction Flip
Algebr II Finl Em Review Nme Chpter 7 REVIEW: EXPONENT RULES Add Multiply Subtrction Flip Simplify the epression using the properties of eponents. Assume ll vribles re positive. 4 4. 8 8.. 4. 5. 9 9 5
Class-XI Mathematics Conic Sections Chapter-11 Chapter Notes Key Concepts
Clss-XI Mthemtics Conic Sections Chpter-11 Chpter Notes Key Concepts 1. Let be fixed verticl line nd m be nother line intersecting it t fixed point V nd inclined to it t nd ngle On rotting the line m round
Summer Review Packet For Algebra 2 CP/Honors
Summer Review Pcket For Alger CP/Honors Nme Current Course Mth Techer Introduction Alger uilds on topics studied from oth Alger nd Geometr. Certin topics re sufficientl involved tht the cll for some review
Agilent Mass Hunter Software
Agilent Mss Hunter Softwre Quick Strt Guide Use this guide to get strted with the Mss Hunter softwre. Wht is Mss Hunter Softwre? Mss Hunter is n integrl prt of Agilent TOF softwre (version A.02.00). Mss
1. SEQUENCES INVOLVING EXPONENTIAL GROWTH (GEOMETRIC SEQUENCES)
Numbers nd Opertions, Algebr, nd Functions 45. SEQUENCES INVOLVING EXPONENTIAL GROWTH (GEOMETRIC SEQUENCES) In sequence of terms involving eponentil growth, which the testing service lso clls geometric
Lists in Lisp and Scheme
Lists in Lisp nd Scheme Lists in Lisp nd Scheme Lists re Lisp s fundmentl dt structures, ut there re others Arrys, chrcters, strings, etc. Common Lisp hs moved on from eing merely LISt Processor However,
Lily Yen and Mogens Hansen
SKOLID / SKOLID No. 8 Lily Yen nd Mogens Hnsen Skolid hs joined Mthemticl Myhem which is eing reformtted s stnd-lone mthemtics journl for high school students. Solutions to prolems tht ppered in the lst
Representation of Numbers. Number Representation. Representation of Numbers. 32-bit Unsigned Integers 3/24/2014. Fixed point Integer Representation
Representtion of Numbers Number Representtion Computer represent ll numbers, other thn integers nd some frctions with imprecision. Numbers re stored in some pproximtion which cn be represented by fixed
A Tautology Checker loosely related to Stålmarck s Algorithm by Martin Richards
A Tutology Checker loosely relted to Stålmrck s Algorithm y Mrtin Richrds mr@cl.cm.c.uk http://www.cl.cm.c.uk/users/mr/ University Computer Lortory New Museum Site Pemroke Street Cmridge, CB2 3QG Mrtin
Recap: rigid motions. [L7] Robotics (ME671): Forward Kinematics. Recap: homogeneous transforms. Robot Kinematics Suril Shah IIT Jodhpur
![Recap: rigid motions. [L7] Robotics (ME671): Forward Kinematics. Recap: homogeneous transforms. Robot Kinematics Suril Shah IIT Jodhpur](/thumbs/93/111963706.jpg "Recap: rigid motions. [L7] Robotics (ME671): Forward Kinematics. Recap: homogeneous transforms. Robot Kinematics Suril Shah IIT Jodhpur")
--6 Rep: rgd motons [L7] Robots (ME67): Forwrd Knemts Rgd moton s ombnton of rotton nd trnslton It n be represented usng homogeneous trnsform R d H Surl Shh IIT Jodhpur Inverse trnsforms: T T R R d H Rep:
MEDIUM 3 AA - STANDARD SXX XXX
NOTES: UNLESS OTHERWISE SPECIFIED. CORNERS DRWN SHRP TO BE R.005 MXIMUM. 2. EXTERIOR SURFCE TEXTURE TO BE EDM FINISH. EQUIVLENT TO MT-020. TEXTURE ON ENCLOSURE WILL VRY FROM TIME TO TIME S THE TOOL WERS
If you are at the university, either physically or via the VPN, you can download the chapters of this book as PDFs.
Lecture 5 Wlks, Trils, Pths nd Connectedness Reding: Some of the mteril in this lecture comes from Section 1.2 of Dieter Jungnickel (2008), Grphs, Networks nd Algorithms, 3rd edition, which is ville online
Doubts about how to use azimuth values from a Coordinate Object. Juan Antonio Breña Moral
Douts out how to use zimuth vlues from Coordinte Ojet Jun Antonio Breñ Morl # Definition An Azimuth is the ngle from referene vetor in referene plne to seond vetor in the sme plne, pointing towrd, (ut
Section 9.2 Hyperbolas
Section 9. Hperols 597 Section 9. Hperols In the lst section, we lerned tht plnets hve pproimtel ellipticl orits round the sun. When n oject like comet is moving quickl, it is le to escpe the grvittionl
Stained Glass Design. Teaching Goals:
Stined Glss Design Time required 45-90 minutes Teching Gols: 1. Students pply grphic methods to design vrious shpes on the plne.. Students pply geometric trnsformtions of grphs of functions in order to
COMP 423 lecture 11 Jan. 28, 2008
COMP 423 lecture 11 Jn. 28, 2008 Up to now, we hve looked t how some symols in n lphet occur more frequently thn others nd how we cn sve its y using code such tht the codewords for more frequently occuring
CS 340, Fall 2016 Sep 29th Exam 1 Note: in all questions, the special symbol ɛ (epsilon) is used to indicate the empty string.
CS 340, Fll 2016 Sep 29th Exm 1 Nme: Note: in ll questions, the speil symol ɛ (epsilon) is used to indite the empty string. Question 1. [10 points] Speify regulr expression tht genertes the lnguge over
Mathematics Interventi. and Focused Mathematics Booster Packs Alignment to Eureka Math and Common Core State Standards
Focused Mthemtics Intervention nd Focused Mthemtics Booster Pcks lignment to Eurek Mth nd Common Core Stte Stndrds Grdes K Finding Fctor Pirs Independent Prctice Lerning Obje ctives Write number tht is
Chapter 9. Greedy Technique. Copyright 2007 Pearson Addison-Wesley. All rights reserved.
Chpter 9 Greey Tehnique Copyright 2007 Person Aison-Wesley. All rights reserve. Greey Tehnique Construts solution to n optimiztion prolem piee y piee through sequene of hoies tht re: fesile lolly optiml
Registering as a HPE Reseller. Quick Reference Guide for new Partners in Asia Pacific
Registering s HPE Reseller Quick Reference Guide for new Prtners in Asi Pcific Registering s new Reseller prtner There re five min steps to e new Reseller prtner. Crete your Appliction Copyright 2017 Hewlett
INTRODUCTION TO SIMPLICIAL COMPLEXES
INTRODUCTION TO SIMPLICIAL COMPLEXES CASEY KELLEHER AND ALESSANDRA PANTANO 0.1. Introduction. In this ctivity set we re going to introduce notion from Algebric Topology clled simplicil homology. The min
Applications of the Definite Integral ( Areas and Volumes)
Mth1242 Project II Nme: Applictions of the Definite Integrl ( Ares nd Volumes) In this project, we explore some pplictions of the definite integrl. We use integrls to find the re etween the grphs of two
Angle Properties in Polygons. Part 1 Interior Angles
2.4 Angle Properties in Polygons YOU WILL NEED dynmic geometry softwre OR protrctor nd ruler EXPLORE A pentgon hs three right ngles nd four sides of equl length, s shown. Wht is the sum of the mesures
style type="text/css".wpb_animate_when_almost_visible { opacity: 1; }/style
style type="text/css".wpb_nimte_when_lmost_vible { opcity: 1; }/style You cn chrome homepge for internet explorer quickly chrome homepge for internet explorer get chrome homepge for internet explorer every
Lesson 4.4. Euler Circuits and Paths. Explore This
Lesson 4.4 Euler Ciruits nd Pths Now tht you re fmilir with some of the onepts of grphs nd the wy grphs onvey onnetions nd reltionships, it s time to egin exploring how they n e used to model mny different