CSM Mathematical Methods Units 3&4 for Queensland 2nd Ed (Print + Interactive)

Features

• NEW in this edition
• Enhanced support for Problem-Solving & Modelling Tasks (PSMTs): General, Methods and Specialist users are provided with step-by-step-instructions and video resources on how to complete a PSMT.
• Carefully revised categorisation of Complex Familiar and Complex Unfamiliar questions: All questions follow the QCAA’s degree of difficulty categorisation and progress from Simple Familiar through Complex Familiar to Complex Unfamiliar within the exercise.
• Exam-format revision tools: Chapter review questions closely reflect the QCE exam-format, Mathematical Methods questions are clearly labelled as tech-free or tech-assumed.
• Exam generator: Teachers can create custom practice exams using previous QCAA questions plus additional QCAA-style questions with mark allocation and solutions.
• Refined approach to suit the needs of each course: Content and topic sequencing are closely aligned to the new syllabus. Skills checklists now include sample questions and are available in all courses.
• More of what you loved about the first edition: An author team you trust, with unrivalled expertise in writing examples and problems that prepare students for external exams, now with additional consultant authors and reviewers with extensive classroom experience.
• A proven teaching and learning formula well known to users of Cambridge textbooks: In General, Methods, & Specialist Mathematics, logical and manageable topic development is combined with step-by-step worked examples, key point summaries, a focus on cognitive verbs and worked solutions for all exercises in the Interactive Textbook.
• Innovative digital resources fully integrated with the print textbook allow for a flipped classroom approach, a powerful Learning Management System and independent learning opportunities.

Table of Contents

• 1 Refresher on functions and relations
• 2 Refresher on polynomial functions
• 3 Refresher on differentiation
• 4 Revision of preliminary topics
• 5 Differentiation of exponential and logarithmic functions
• 6 Differentiation of trigonometric functions and differentiation rules
• 7 Further applications of differentiation
• 8 Introduction to integration
• 9 Discrete random variables
• 10 Revision of Unit 3
• 11 Further integration
• 12 Trigonometry using the sine and cosine rules
• 13 Continuous random variables and the normal distribution
• 14 Sampling and proportions
• 15 Interval estimates for proportions
• 16 Revision of Unit 4
• 17 Revision of Units 3 and 4

Sample pages