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EBSCO_on1007224775 |
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|a UAMI
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|a Baldwin, Claire.
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|a OCR A Level Further Mathematics Year 1 (AS).
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|b Hodder Education Group,
|c 2017.
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|a 1 online resource
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|a Book title -- Copyright -- Contents -- Getting the most from this book -- 1 Complex numbers -- 1.1 Extending the number system -- 1.2 Division of complex numbers -- 1.3 Representing complex numbers geometrically -- 2 Matrices and transformations -- 2.1 Matrices -- 2.2 Multiplication of matrices -- 2.3 Transformations -- 2.4 Successive transformations -- 2.5 Invariance -- 3 Roots of polynomials -- 3.1 Polynomials -- 3.2 Cubic equations -- 3.3 Quartic equations -- 3.4 Solving polynomial equations with complex roots -- 4 Induction
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|a 4.1 Proof by inductionPractice questions Pure Further Mathematics 1 -- 5 Complex numbers and geometry -- 5.1 The modulus and argument of a complex number -- 5.2 Multiplying and dividing complex numbers in modulus-argument form -- 5.3 Loci in the Argand diagram -- 6 Matrices and their inverses -- 6.1 The determinant of a 2 Ã#x97; 2 matrix -- 6.2 The inverse of a 2 Ã#x97; 2 matrix -- 6.3 Finding the determinant and inverse of a 3 Ã#x97; 3 matrix -- 6.4 Using matrices to solve simultaneous equations -- 7 Vectors and 3D space -- 7.1 Finding the angle between two vectors
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|a Exam Board: OCRLevel: A-levelSubject: MathematicsFirst Teaching: September 2017First Exam: June 2018 Grow your students' confidence in applying mathematical techniques to solving problems with resources developed specifically for the OCR specification subject experts and in conjunction with MEI (Mathematics in Education and Industry).- Develop reasoning and problem-solving skills with practice questions and differentiated exercises that build mathematical techniques.- Help students to overcome misconceptions and develop insight into problem-solving with annotated worked examples.- Build conn.
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|i Print version:
|a Baldwin, Claire.
|t OCR A Level Further Mathematics Year 1 (AS).
|d Hodder Education Group, 2017
|z 1471886476
|z 9781471886478
|w (OCoLC)982436151
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880 |
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|6 505-01/(S
|a 7.2 The vector equation of a line7.3 The vector (cross) product -- Practice questions Pure Further Mathematics 2 -- An introduction to radians -- The identities sin (θ±φ) and cos (θ±φ) -- Answers -- Index -- A -- C -- D -- E -- F -- G -- I -- L -- M -- N -- O -- P -- Q -- R -- S -- T -- U -- V -- X
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