Study and Master Mathematics Grade 1 Caps Learner's Book Sepedi Translation (Pedi Edition) Cheryl Ann Thomas » holypet.ru

Study & Master Mathematics Grades 1 to 3 English.

Study & Master Mathematics has been specially developed by an experienced author team for the Curriculum and Assessment Policy Statement CAPS. This new and easy-to-use course not only helps learners to master essential content and skills in the subject but gives them the best possible foundation on which to build their Mathematics knowledge. Study & Master Mathematics Grade 1 is made up. Oxford Lebone Grade 1 Learners Book Sepedi Oxford Lebone Kreiti ya 1 Puku ya Moithuti Author: F. Africa, Ed Chantler, C. Holmes, L-A. Stephanou ISBN: 9780199050178 Pages: 76 Published: 2011 Product Type: Books CAPS Approved: R102.95. Study & Master Mathematics Grade 1 Learner's Book One Year Licence 9781316389041. R33.10. STUDY AND MASTER MATHEMATICS GRADE 11 STUDY GUIDE CAPS JAKINS N. ISBN: 9781107470835. Add to Quote; Description; Product Info; STUDY AND MASTER MATHEMATICS GRADE 11 STUDY GUIDE CAPS ISBN Number: 9781107470835: Author/s: JAKINS N: Format: Book: Edition: 2ND - 2015: Publisher: CAMBRIDGE UNIVERSITY PRESS: Subscribe to our.

Apr 29, 2016 · Study & Master Mathematics Grade 4 Learners Book 1 year Digital Edition. ISBN 9781316273517. EPUB. Study & Master Mathematics Grade 4 has been specially developed by an experienced author team to support the Curriculum and Assessment Policy Statement CAPS for the Intermediate Phase. This new and easy-to-use course not only helps learners to. Study & Master Mathematics Study Guide Grade 12 CAPS is a comprehensive guide that will give you all the support you need throughout the year and for preparing for your final exam. provides worked examples to help you learn good problem-solving strategies introduces features like “You need to know” boxes to describe other mathematics used in the current work prepares you. Study & Master Mathematics Grade 11 Study Guide for CAPS has been developed as an aid to support you throughout the school year. Not only does this study guide give you an overview of the content required to master Mathematics, it also: provides worked examples to help you learn good problem-solving strategies introduces features like âÂ?Â?You need to knowâÂ?Â? boxes to.

Study & Master Mathematics Grade 12 Study Guide for CAPS has been developed as an aid to support you throughout your final school year. Not only does this study guide give you an overview of the content required to master Mathematics; it also: - provides worked examples to help you learn good problem-solving strategies - introduces features like ?You need to know? boxes to describe other. Study & Master Study Guide Economic and Management Sciences Grade 8 CAPS 9781107497245. R165.00. The National Curriculum Statement Grades R-12 NCS stipulates policy on curriculum and assessment in the schooling sector.To improve implementation, the National Curriculum Statement was amended, with the amendments coming into effect in January 2012. A single comprehensive Curriculum and Assessment Policy document was developed for each subject to replace Subject Statements, Learning. Children writing to grow smart – 2014 edition; Children writing to grow smart – 2015 edition; Children writing to grow smart – 2016 edition.

Study & Master Mathematical Literacy Study Guide Grade 12 CAPS will support you throughout your final school year and for the final exam. explains the key concepts you need to fully understand the subject matter provides examples with complete answers, to help you learn good problem-solving strategies prepares you for the examination by giving examples of typical.</plaintext></p> <h2>STUDY AND MASTER MATHEMATICS GRADE 11 STUDY GUIDE.</h2> <p>FORMAT: EPUB LICENCE PERIOD DAYS: 450 DESCRIPTION: Study & Master Mathematics Grade 2 has been specially developed by an experienced author team for the Curriculum and Assessment Policy Statement CAPS. This new and easy-to-use course not only helps learners to master essential content and skills in the subject, but gives them the best possible foundation on which to build their Mathematics. Via Afrika Sepedi Home Language Grade 1 Learner’s Book. R 73.54. In the Learner’s Book you will find all the content your learners need to master. The Learner’s Book is written in accessible language that makes it easy for learners to study from. The exciting design and layout will keep their interest and make teaching a pleasure for you. View and buy CAPS study guides online created by The Answer Series to improve the performance and confidence of Grade 8 to 12 learners in South Africa. Sign In E-mail. Password I forgot my password. Study and Master Mathematics Grade 9 Study Guide Used Copy R 45.00; The Answer Series History Grade 12 3 in 1 CAPS R 199.00; X-kit Achieve Mathematics Grade 10 R 130.00; Study & Master Physical Science Grade 12 Study Guide Used Copy R 95.00; No Fear Shakespeare: The Merchant of Venice R 130.00; MATHS HANDBOOK AND STUDY GUIDE TEACHERS GUIDE.</p> <h3>Study & Master Study Guides CAPS - Books, e-Books.</h3> <p>Math is a real-life tool that points us to God and helps us explore His creation, yet it often comes across as dry facts and meaningless rules. Here at last is a curriculum that has a biblical worldview integrated throughout the text and problems, not just added as an afterthought. FORMAT: Cambridge Elevate LICENCE PERIOD DAYS: 450 DESCRIPTION: Study & Master Mathematics Grade 5 has been specially developed by an experienced author team to support the Curriculum and Assessment Policy Statement CAPS for the Intermediate Phase. This new and easy-to-use course not only helps learners to master.</p><img src="data:image/jpg;base64,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" alt="Study and Master Mathematics Grade 1 Caps Learner's Book Sepedi Translation (Pedi Edition) Cheryl Ann Thomas" title="Study and Master Mathematics Grade 1 Caps Learner's Book Sepedi Translation (Pedi Edition) Cheryl Ann Thomas" width="444"/><p><a href="/teaching-young-learners-to-think-elt-activities-for-young-learners-aged-6-12-helbling-photocopiable-resources-marion-williams">Teaching Young Learners to Think: ELT Activities for Young Learners Aged 6-12 (Helbling Photocopiable Resources) Marion Williams</a> <br /><a href="/study-and-master-mathematics-grade-2-caps-teacher-s-file-siswati-translation-gr-2-teacher-s-guide-siswati-edition-cheryl-ann-thomas">Study and Master Mathematics Grade 2 Caps Teacher's File Siswati Translation: Gr 2: Teacher's Guide (Siswati Edition) Cheryl Ann Thomas</a> <br /><a href="/moral-china-in-the-age-of-reform-jiwei-ci">Moral China in the Age of Reform Jiwei Ci</a> <br /><a href="/printers-without-borders-translation-and-textuality-in-the-renaissance-a-e-b-coldiron">Printers without Borders: Translation and Textuality in the Renaissance A. E. B. Coldiron</a> <br /><a href="/death-rituals-social-order-and-the-archaeology-of-immortality-in-the-ancient-world-death-shall-have-no-dominion">Death Rituals, Social Order and the Archaeology of Immortality in the Ancient World: 'Death Shall Have No Dominion'</a> <br /><a href="/a-divided-republic-nation-state-and-citizenship-in-contemporary-france-emile-chabal">A Divided Republic: Nation, State and Citizenship in Contemporary France Emile Chabal</a> <br /><a href="/the-global-coal-market-supplying-the-major-fuel-for-emerging-economies">The Global Coal Market: Supplying the Major Fuel for Emerging Economies</a> <br /><a href="/performing-orthodox-ritual-in-byzantium-andrew-walker-white">Performing Orthodox Ritual in Byzantium Andrew Walker White</a> <br /><a href="/the-g20-development-agenda-an-indian-perspective">The G20 Development Agenda: An Indian Perspective</a> <br /><a href="/grammar-practice-level-3-paperback-with-cd-rom-a-complete-grammar-workout-for-teen-students-peter-lewis-jones">Grammar Practice Level 3 Paperback with CD-ROM: A Complete Grammar Workout for Teen Students Peter Lewis-Jones</a> <br /><a href="/study-and-master-accounting-grade-11-caps-learner-s-book-mandy-moyce">Study and Master Accounting Grade 11 CAPS Learner's Book Mandy Moyce</a> <br /><a href="/economics-or-politics-a-lecture-on-the-present-problems-of-international-relations-paul-van-zeeland">Economics or Politics?: A Lecture on the Present Problems of International Relations Paul van Zeeland</a> <br /><a href="/immigration-and-citizenship-in-japan-erin-aeran-chung">Immigration and Citizenship in Japan Erin Aeran Chung</a> <br /><a href="/justice-and-self-interest-two-fundamental-motives-susan-clayton">Justice and Self-Interest: Two Fundamental Motives Susan Clayton</a> <br /><a href="/the-political-economy-of-human-happiness-how-voters-choices-determine-the-quality-of-life-professor-benjamin-radcliff">The Political Economy of Human Happiness: How Voters' Choices Determine the Quality of Life Professor Benjamin Radcliff</a> <br /><a href="/mixed-methods-social-networks-research-design-and-applications-structural-analysis-in-the-social-sciences">Mixed Methods Social Networks Research: Design and Applications (Structural Analysis in the Social Sciences)</a> <br /><a href="/your-space-level-1-enhanced-digital-pack-student-s-book-workbook-companion-book-dsa-booklet-and-audio-italian-ed-martyn-hobbs">Your Space Level 1 Enhanced Digital Pack (Student's Book/Workbook, Companion Book, DSA Booklet and Audio) Italian Ed Martyn Hobbs</a> <br /><a href="/jump-start-7-and-8-health-and-physical-education-bundle-donna-davies">Jump Start 7 and 8 Health and Physical Education Bundle Donna Davies</a> <br /><a href="/imperial-rule-and-the-politics-of-nationalism-anti-colonial-protest-in-the-french-empire-problems-of-international-politics-professor-adria-k-lawrence">Imperial Rule and the Politics of Nationalism: Anti-Colonial Protest in the French Empire (Problems of International Politics) Professor Adria K. Lawrence</a> <br /><a href="/violence-and-social-orders-a-conceptual-framework-for-interpreting-recorded-human-history-barry-r-weingast">Violence and Social Orders: A Conceptual Framework for Interpreting Recorded Human History Barry R. Weingast</a> <br /><a href="/imagining-europe-myth-memory-and-identity-professor-beno-t-challand">Imagining Europe: Myth, Memory, and Identity Professor Benoît Challand</a> <br /><a href="/fundamentals-of-modern-vlsi-devices-tak-h-ning">Fundamentals of Modern VLSI Devices Tak H. Ning</a> <br /><a href="/forging-rivals-race-class-law-and-the-collapse-of-postwar-liberalism-cambridge-historical-studies-in-american-law-and-society-reuel-schiller">Forging Rivals: Race, Class, Law, and the Collapse of Postwar Liberalism (Cambridge Historical Studies in American Law and Society) Reuel Schiller</a> <br /><a href="/study-and-master-life-skills-grade-1-caps-workbook-isizulu-translation-zulu-edition-fairuz-parker">Study and Master Life Skills Grade 1 CAPS Workbook Isizulu Translation (Zulu Edition) Fairuz Parker</a> <br /><a href="/wireless-telegraphy-and-telephony-an-outline-for-electrical-engineers-and-others-l-b-turner">Wireless Telegraphy and Telephony: An Outline for Electrical Engineers and Others L. B. Turner</a> <br /><a href="/grammar-and-beyond-level-1-writing-skills-interactive-standalone-for-students-via-activation-code-card-susan-hills">Grammar and Beyond Level 1 Writing Skills Interactive (Standalone for Students) via Activation Code Card Susan Hills</a> <br /><a href="/study-and-master-life-sciences-grade-10-caps-study-guide-annemarie-gebhardt">Study and Master Life Sciences Grade 10 CAPS Study Guide Annemarie Gebhardt</a> <br /><a href="/objects-and-information-structure-cambridge-studies-in-linguistics-irina-nikolaeva">Objects and Information Structure (Cambridge Studies in Linguistics) Irina Nikolaeva</a> <br /><a href="/cambridge-checkpoints-vce-legal-studies-units-3-and-4-2014-and-quiz-me-more-peter-mountford">Cambridge Checkpoints VCE Legal Studies Units 3 and 4 2014 and Quiz Me More Peter Mountford</a> <br /><a href="/into-english-level-3-student-s-book-and-workbook-with-audio-cd-with-active-digital-book-with-b2-booster-italian-edition">Into English Level 3 Student's Book and Workbook with Audio CD with Active Digital Book with B2 Booster, Italian Edition</a> <br /><a href="/academic-encounters-level-3-teacher-s-manual-reading-and-writing-life-in-society">Academic Encounters Level 3 Teacher's Manual Reading and Writing: Life in Society</a> <br /><a href="/grammar-and-beyond-level-2-student-s-book-b-and-online-workbook-pack-harry-holden">Grammar and Beyond Level 2 Student's Book B and Online Workbook Pack Harry Holden</a> <br /><a href="/atiyah-s-accidents-compensation-and-the-law-law-in-context-peter-cane">Atiyah's Accidents, Compensation and the Law (Law in Context) Peter Cane</a> <br /><a href="/reinforced-and-prestressed-concrete-analysis-and-design-with-emphasis-on-application-of-as3600-2009-sanaul-huq-chowdhury">Reinforced and Prestressed Concrete: Analysis and Design with Emphasis on Application of AS3600-2009 Sanaul Huq Chowdhury</a> <br /><a href="/touchstone-blended-online-level-1-student-s-book-a-with-audio-cd-cd-rom-and-online-workbook-a-helen-sandiford">Touchstone Blended Online Level 1 Student's Book a with Audio CD/CD-ROM and Online Workbook a Helen Sandiford</a> <br /><a href="/business-benchmark-upper-intermediate-business-vantage-class-audio-cds-2-cambridge-english-guy-brook-hart">Business Benchmark Upper Intermediate Business Vantage Class Audio CDs (2) (Cambridge English) Guy Brook-Hart</a> <br /><a href="/cambridge-checkpoints-vce-specialist-mathematics-2013-philip-swedosh">Cambridge Checkpoints VCE Specialist Mathematics 2013 Philip Swedosh</a> <br /><a href="/cambridge-checkpoints-vce-standard-general-mathematics-philip-swedosh">Cambridge Checkpoints VCE Standard General Mathematics Philip Swedosh</a> <br /><a href="/history-for-the-australian-curriculum-year-7-bundle-5-alan-thomas">History for the Australian Curriculum Year 7 Bundle 5 Alan Thomas</a> <br /><a href="/touchstone-level-1-student-s-book-a-helen-sandiford">Touchstone Level 1 Student's Book A Helen Sandiford</a> <br /><a href="/">/</a><br/><a href="/sitemap_0.xml">sitemap 0</a><br/><a href="/sitemap_1.xml">sitemap 1</a><br/><a href="/sitemap_2.xml">sitemap 2</a><br/><a href="/sitemap_3.xml">sitemap 3</a><br/><a href="/sitemap_4.xml">sitemap 4</a><br/><a href="/sitemap_5.xml">sitemap 5</a><br/><a href="/sitemap_6.xml">sitemap 6</a><br/><a href="/sitemap_7.xml">sitemap 7</a><br/><a href="/sitemap_8.xml">sitemap 8</a><br/><a href="/sitemap_9.xml">sitemap 9</a><br/><a href="/sitemap_10.xml">sitemap 10</a><br/><a href="/sitemap_11.xml">sitemap 11</a><br/><a href="/sitemap_12.xml">sitemap 12</a><br/><a href="/sitemap_13.xml">sitemap 13</a><body></html>