အခန်း	သင်ခန်းစာ
	Content
	Preface
Chapter 1	Functions သင်ခန်းစာခွဲများ 1.1 Function 1.2 Functional Notation 1.3 Some Ideas on Functions 1.4 Composition of Functions 1.5 Some Properties of Composition of Functions 1.6 Inverse Functions 1.7 Finding a Formula for Inverse Function 1.8 Binary Operation
Chapter 2	The Remainder Theorem and the Factor Theorem သင်ခန်းစာခွဲများ 2.1 The Remainder Theorem 2.2 Extension of the Remainder Theorem 2.3 The Factor Theorem
Chapter 3	The Binomial Theorem သင်ခန်းစာခွဲများ 3.1 Binomial Expansion 3.2 The Binomial Theorem
Chapter 4	Inequations သင်ခန်းစာခွဲများ 4.1 Quadratic Functions 4.2 Quadratic Inequations
Chapter 5	Sequences and Series သင်ခန်းစာခွဲများ 5.1 Sequences 5.2 Series 5.3 Arithmetic Progression (A.P.) 5.4 Geometric Progression (G.P.) 5.5 Infinite Geometric Series
Chapter 6	Matrices သင်ခန်းစာခွဲများ 6.1 Matrices 6.2 Equality of Matrices 6.3 Transpose of a Matrix 6.4 Addition of Matrices 6.5 Multiplication of Matrix by a Real Number 6.6 Multiplication of Matrices 6.7 The Inverse of a Square Matrix of Order 2 6.8 More about Inverse of Square Matrices of Order 2 6.9 Using Matrices to Solve System of Linear Equations
Chapter 7	Introduction to Probability သင်ခန်းစာခွဲများ 7.1 Calculating Probabilities by using Tree diagrams 7.2 Combinations of Outcomes 7.3 Calculation of Expected Frequency
Chapter 8	Circles သင်ခန်းစာခွဲများ 8.1 Angles in a Circle 8.2 Product Properties of Circles 8.3 Concyclic Points and Converse Theorems
Chapter 9	Areas of Similar Triangles သင်ခန်းစာခွဲများ 9.1 Areas of Similar Triangles
Chapter 10	Introduction to Vectors and Transformation Geometry သင်ခန်းစာခွဲများ 10.1 Geometric Vectors 10.2 Applications to Elementary Geometry 10.3 Position Vectors 10.4 Two-Dimensional Vectors 10.5 Transformation Geometry 10.6 Transformations which Preserve Distances and Angles
Chapter 11	Trigonmetry သင်ခန်းစာခွဲများ 11.1 Trigonometric ratios for special angles 11.2 Trigonometric ratio for any angle 11.3 Negative angles 11.4 Basic Identities 11.5 The Basic Acute Angle 11.6 Special Angle of 0° , 90° , 180° , 270° , 360° 11.7 Further Trigonometrical Identities 11.8 Double Angle Formulae 11.9 Half Angle Formulae 11.10 Factor Formulae 11.11 Equations of the Type a cos θ + b sin θ = c 11.12 Proving of Identities 11.13 The Law of Consines and The Law of Sines 11.14 Bearings 11.15 Graphs of sin x, cos x and tan x
Chapter 12	Calculus သင်ခန်းစာခွဲများ 12.1 Limits 12.2 Derivatives 12.3 Some Particular Derived Functions 12.4 Chain Rule, Product Rule and Quotient Rule 12.5 Differentiation of Implicit Functions 12.6 Differentiation of Trigonometic Functions 12.7 Application to Differentiations 12.8 Distinguishing Maximum and Minimum Points Using d²y/dx² 12.9 Curve Sketching 12.10 Approximations 12.11 Logarithmic Exponential Functions

ကျောင်းတွင်းပညာရေး (KG-12)

(အခြေခံပညာသင်ရိုးသစ်)