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    • M2
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Revision Note - M2

1. Definition of Summation Notation

If $m$ and $n$ are integers and $m\le n$, then

$$\dsum_{r=m}… Read

M2

1. Permutation and Combination

  1. Factorial For $n$ different objects, if we have a queue of al
… Read
Binomial Theorem

1. Radian Measure

  1. Definition of Radian The measure of an angle subtended at th
… Read
M2

2. Properties of Combination

For any non-negative integers $n$ and $r$, where $0 \le r < n$,

  1. $C^
… Read

Binomial Theorem

2. Properties of Summation Notation

If $k$ is a constant, $m$, $n$ and $p$ are integers and $m \le n … Read

M2

2. The Six Trigonometric Functions

  1. Definition Let $P(x,y)$ be a point on the rectangular coord
… Read
M2

3. Binomial Theorem

If $n$ is a positive integer and $0 \le r \le n$, then

$$\begin… Read

Binomial Theorem

3. Principle of Mathematical Induction

A proposition $P(n)$ is true for all positive integers $n$ (… Read

M2

Topic Cloud

3D Problems (41) Basic Functions (13) Basic Geometry (68) Binomial Theorem (7) Change of Subject (32) Complex Numbers (16) Coordinates (46) Differentiation (16) Equations of Circle (54) Equations of Straight Line (43) Estimations and Errors (35) Factorization (39) Graph of Functions (3) Inequality (39) Integration (15) Laws of Indices (43) Linear Programming (21) Locus (13) Logarithm (34) Mathematical Induction (7) Matrices (4) Mensuration (98) Numeral System (19) Percentage (42) Polynomials (49) Probability (85) Properties of Circles (56) Quadratic Equations and Functions (57) Rate and Ratio (30) Rational Functions (20) Sequences (66) Simultaneous Linear Equations (27) Statistics (122) System of Linear Equations (3) Transformations (44) Trigonometry (M2) (7) Trigonometry and Its Applications (67) Variations (38) Vectors (3)

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