Pearson Mathematical Methods Queensland 12 Exam Preparation Workbook + Student Book with eBook, 1st edition

Published by Pearson (August 9, 2019) © 2020

  • Nicola Silva
  • Georgia Sotiriou
  • Nigel Treloar

Bundle

ISBN-13: 9781488672408
Pearson Mathematical Methods Queensland 12 Exam Preparation Workbook + Student Book with eBook
Published 2019

Title overview

This product includes a copy of Pearson General Mathematics Queensland 12 Student Book with access to the eBook and 1 copy of the Exam Preparation Workbook.

  • It is created for the new senior maths QCAA syllabus to save you time and help you teach with confidence.
  • Every question and worked example is graded according to QCE levels of difficulty, simple familiar, complex familiar, and complex unfamiliar
  • Sample exams, question banks, technology activities, and fully worked solutions
  • Digital activities to engage and support conceptual understanding
  • Instructions for smart use of technology
  • A focus on common errors for increased awareness
  • Curriculum grids and aligned teaching programs in the teacher resource.

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Duration of access

The digital code will give 27 months access to the eBook from the date of activation.



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Samples

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Table of contents

  • UNIT THREE
  • 1 Derivatives of exponential functions
  • 1.1 Euler’s number and index laws
  • 1.2 Graphing exponential functions
  • 1.3 Differentiating exponential functions
  • 1.4 Applications of exponential functions
  • 1.5 Further differentiation
  • Chapter summary
  • Chapter review
  • 2 Trigonometric functions and derivatives
  • Recall
  • 2.1 Radians and the unit circle
  • 2.2 Solving trigonometric equations
  • 2.3 Graphs of trigonometric functions
  • 2.4 Derivatives of trigonometric functions
  • 2.5 Applications of trigonometric functions
  • Chapter summary
  • Chapter review
  • 3 Logarithmic functions and their derivatives
  • Recall
  • 3.1 Logarithmic functions and their properties
  • 3.2 Logarithmic equations
  • 3.3 Logarithmic bases and exponential equations
  • 3.4 Graphs of logarithmic functions
  • 3.5 Logarithmic scales
  • 3.6 The derivative of the natural logarithm
  • 3.7 Applications of logarithms
  • Chapter summary
  • Chapter review
  • Mixed Review
  • Chapters 1 – 3
  • 4 Anti-differentiation
  • Recall
  • 4.1 Introduction to anti-differentiation
  • 4.2 Anti-differentiation of power functions
  • 4.3 Anti-differentiation of binomial power functions
  • 4.4 Anti-differentiation of exponential functions
  • 4.5 Anti-differentiation of sine and cosine functions
  • 4.6 Anti-derivatives of reciprocal functions
  • 4.7 Further anti-differentiation
  • Chapter summary
  • Chapter review
  • 5 Definite integrals
  • Recall
  • 5.1 Estimating area beneath curves
  • 5.2 Finding definite integrals
  • 5.3 Calculating area beneath curves
  • 5.4 Finding area between curves
  • 5.5 Kinematics applications of integration
  • Chapter summary
  • Chapter review
  • Unit 3 Exam Review
  • Chapters 1 – 5
  • UNIT FOUR
  • 6 Further applications of differentiation
  • Recall
  • 6.1 The derivative and curve sketching
  • 6.2 Motion and derivatives
  • 6.3 The second derivative and curve sketching
  • 6.4 Maximum and minimum problems
  • Chapter summary
  • Chapter review
  • 7 Sine and Cosine rules
  • Recall
  • 7.1 Trigonometry review
  • 7.2 The sine rule and the cosine rule
  • 7.3 Areas of triangles
  • 7.4 Bearings
  • Chapter summary
  • Chapter review
  • 8 Binomial distributions
  • Recall
  • 8.1 Discrete probability distributions review
  • 8.2 Bernoulli trials and binomial distributions
  • 8.3 Statistics of binomial probability distributions
  • Chapter summary
  • Chapter review
  • Mixed Review
  • Chapters 1 – 8
  • 9 Continuous random variables and the normal distribution
  • Recall
  • 9.1 Continuous random variables
  • 9.2 The normal distribution
  • 9.3 Standard normal distributions
  • 9.4 Inverse of standard normal
  • Chapter summary
  • Chapter review
  • 10 Interval estimates for proportions

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