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Collins CSEC(R) Mathematics provides a new approach to the study of the CSEC(R) mathematics syllabus. Fully grounded in the practical application of maths in the world today, it features clear explanations, differentiated practice exercises and guidance on the School Based Assessment.Collins CSEC(R) Mathematics has been written for the CXC(R) syllabus effective for examinations from May-June 2018. It provides full coverage of this syllabus, with real-world and everyday contexts for all topics to help Caribbean students understand why maths is so important for the world today, with guidance on the School Based Assessment, worked examples, and differentiated - or graded - practice questions to help students understand the level they are working at and the level they need to be working at to achieve a good grade. Written by a highly experienced teacher in the Caribbean.
Certificate Mathematics is a two-year revision course for students following the General Proficiency Syllabus in Mathematics of the Caribbean Examinations Council. It provides a programme for thorough review and consolidation of all the basic aspects of mathematics needed for success in the examination. The fourth edition of this extremely popular and successful textbook. Takes account of the latest changes to the CXC syllabuses. Incorporates a very large number of graded exercises to help student's "learn by doing". Includes chapter summaries and points to remember that enhance the usefulness of the book for consolidation and revision. Contains specimen tests in preparation for the multiple choice and long answer papers of the CXC examination. Used systematically, Certificate Mathematics will provide students with a firm foundation for success in their CXC mathematics examinations.
This book offers the perfect two-year course for students revising for CSEC Mathematics. It provides coverage fo all CSEC topics and includes examination papers with answers for revision. Short-answer and objective-type tests at the end of each chapter aid students' revision.
This course offers a structured approach to mathematics with clear explanations of new topics, worked examples and plenty of reinforcement exercises to ensure sound mathematical understanding, especially in pupils of lower ability.
This textbook is the ideal student mathematics coursebook for the two years leading up to the CXC examination. Written to give students a thorough preparation for the examination, the book provides comprehensive coverage of all areas of the mathematics syllabus and ample practice in the types of question that feature in the examination itself.
Developed exclusively with the Caribbean Examinations Council, this Study Guide will provide you with the support to maximise your performance in CSEC Principles of Business. Written by a team of experts in the examination, the syllabus and teachers, this Study Guide covers all the essential information in an easy-to-use double page spread format. Each topics begins with key learning outcomes and contains a range of features to enhance your study of the subject.
Developed exclusively with the Caribbean Examinations Council, this Study Guide will provide you with the support to maximise your performance in CSEC Mathematics. Written by a team of experts in the syllabus and the examination, this Study Guide covers all the essential information in an easy-to-use double page spread format and with online support. Each topic begins with key learning outcomes and contains a range of features to enhance your study of the subject.
STP Maths is one of the best selling maths courses across the Caribbean. The new edition has been revised in line with the new CXC syllabus, and now includes the use of investigations with opportunities for group work. It provides complete coverage of the CXC syllabus for the CSEC examination.
Written specifically for Caribbean secondary schools, Heinemann Mathematics for CXC provides a firm foundation in mathematics at this level and raises the competence and confidence of students as their CXC examination approaches. The friendly approach of