AP MATH
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IEB AP Math Algebra (BUNDLE) (55% save)
- Package deal • 6 items • 2021
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lucianIrsigler64
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- R160,00
- 2x sold
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-Combination of all the sections that deal with algebra(55% save then buying each one individually) 
Sections:
-Complex Numbers,Quadratic equations,Cubic polynomials,Partial fractions, further complex numbers, Absolute values, Rational inequalities, Mathematical Induction (Soon to be added: Logarithmic functions)

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IEB AP Math : Further complex numbers
- Summary • 2 pages • 2021
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lucianIrsigler64
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- R50,00
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This document describes: 
-Putting equations into the form y = a+bi 
-Approaching these type of questions 
-Finding the equation if given the roots of the equation

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IEB AP Math:Absolute Values
- Summary • 9 pages • 2021
- Available in package deal
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lucianIrsigler64
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- R50,00
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This document describes: 
-How to solve absolute value equations 
-How to solve absolute value graphs

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IEB AP Math:Mathematical Induction
- Summary • 7 pages • 2021
- Available in package deal
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lucianIrsigler64
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- R50,00
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This document describes: 
-How to do both types of mathematical induction with workings (summing and dividing)

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IEB AP Math:Quadratic equations
- Summary • 8 pages • 2021
- Available in package deal
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lucianIrsigler64
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- R50,00
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This document describes: 
-How to use the quadratic formula 
-Cubic polynomials 
-Solving cubic graphs 
-Long division 
-K substitution 
-Quadratic equation roots methods (given roots)

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IEB AP Math:Rational Inequalities
- Summary • 3 pages • 2021
- Available in package deal
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lucianIrsigler64
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- R50,00
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This document describes: 
-How to approach rational inequalities with a systemtic adn reliable approach

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IEB AP Math:Partial Fractions
- Summary • 2 pages • 2021
- Available in package deal
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lucianIrsigler64
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- R50,00
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This document describes: 
-How to approach partial fractions in the AP exam in a swift manner

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IEB AP Math: Complex number Theorem
- Summary • 4 pages • 2021
- Available in package deal
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lucianIrsigler64
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- R50,00
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The document describes: 
-Complex numbers 
-Solving equations in the y = a +bi form 
-Real and imaginary parts of complex numbers 
-Conjugates 
-Modulus of complex numbers

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