Pure Core Maths 3 4 was written to provide thorough preparation for the revised 2004 specification. Based on the first editions, this series helps to prepare for the new exams.
Pure Core Maths 3 4 was written to provide thorough preparation for the revised 2004 specification. Based on the first editions, this series helps to prepare for the new exams.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Core Maths 3 1. Functions 2. Transformations of graphs and the modulus function 3. Inverse trigonometric functions and secant, cosecant and cotangent 4. The number e and calculus 5. Further differentiation and the chain rule 6. Differentiation using the product rule and the quotient rule 7. Numerical solution of equations and iterative methods 8. Integtration by inspection and substitution 9. Integration by parts and standard integrals 10. Volume of revolution and numerical integration Exam style practice paper Answers Index Core Maths 4 1. Binomial series expansion 2. Rational functions and division of polynomials 3. Partial fractions and applications 4. Implicit differentiation and applications 5. Parametric equations for curves and differentiation 6. Further trigonometry with integration 7. Exponential growth and decay 8. Differential equations 9. Vector equations of lines Exam style practice paper Answers Index
Core Maths 3 1. Functions 2. Transformations of graphs and the modulus function 3. Inverse trigonometric functions and secant, cosecant and cotangent 4. The number e and calculus 5. Further differentiation and the chain rule 6. Differentiation using the product rule and the quotient rule 7. Numerical solution of equations and iterative methods 8. Integtration by inspection and substitution 9. Integration by parts and standard integrals 10. Volume of revolution and numerical integration Exam style practice paper Answers Index Core Maths 4 1. Binomial series expansion 2. Rational functions and division of polynomials 3. Partial fractions and applications 4. Implicit differentiation and applications 5. Parametric equations for curves and differentiation 6. Further trigonometry with integration 7. Exponential growth and decay 8. Differential equations 9. Vector equations of lines Exam style practice paper Answers Index
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