237 233 333 363 info@aims-cameroon.org

Maths Online – English Sub-System

 Find a lesson from the English sub-system.

Find a lesson

For interactive lessons, select your class and click on a chapter to view available lessons for that chapter

To find Downloadable lessons of the English Sub-System

English Sub-system

MODULE 1
DIVISION AND EUCLIDEAN ALGORITHMS
FURTHER PARTIAL FRACTIONS
POLYNOMIALS
MODULE 2
MATHEMATICAL REASONING AND PROOFS
ALGEBRAIC STRUCTURES
ALGEBRAIC OPERATIONS IN A GIVEN SET
CONCEPT OF A GROUP
MODULE 3
LIMITS, CONTINUITY AND DIFFRENTIABILITY OF REAL-VALUE FUNCTIONS
SEQUENCES AND SERIES
NUMERICAL SEQUENCES
SERIES
MODULE 4
POLAR   COORDINATES
FURTHER COORDINATE GEOMETRY
MODULE 5
MATRICES
VECTOR SPACE
MODULE 6
HYPERBOLIC AND INVERSE HYPERBOLIC FUNCTIONS
COMPLEX NUMBERS.
PLANE TRANSFORMATIONS
HOMOTHETIC TRANSFORMATION (HOMOTHECY OR DILATION)
FURTHER INTEGRATION
APPLICATIONS OF DEFINITE INTEGRALS
DIFFERENTIAL EQUATIONS
FURTHER CURVE SKETCHING AND INEQUALITIES
MODELLING WITH DIFFERENTIAL EQUATIONS
SIMPLE AND DAMPED HARMONIC MOTION
NUMERICAL METHODS
MOTION OF PARTICLES IN TWO DIMENSIONS
OBLIQUE IMPACT OF ELASTIC BODIES
MODULE 7
LINEAR TRANSFORMATION
VECTOR PRODUCT AND ITS APPLICATIONS
APPLICATION OF SCALAR AND VECTOR PRODUCTS
ROTATIONAL DYNAMICS
MODULE 8
DISCRETE RANDOM VARIABLES
SPECIAL DISCRETE PROBABILITY DISTRIBUTIONS
CONTINUOUS RANDOM VARIABLES
SPECIAL CONTINUOUS   DISTRIBUTION
MODULE 9
SAMPLING AND ESTIMATION
HYPOTHESIS TESTING

 

MODULE 1
THE SET OF INTEGERS
NUMBER PATTERNS
FRACTIONS AND DECIMALS
ARITHMETIC PROCESSES AND PROPORTIONS
REAL NUMBERS
DISTANCE
ANGLES
SIMPLE ALGEBRA
ALGEBRIAC EXPRESSION
MODULE 2
TRIANGLES
MODULE 3
PRISM
MODULE 4
REPRESENTATION OF DISCRETE DATA
MEASURES OF CENTRAL TENDENCY
PROBABILITY

 

MODULE 1
SETS
INDICES AND LOGARITHMS
MATRICES
MODULE 2
PLANE GEOMETRY
VECTORS IN 2-DIMENSION
TRIGONOMETRY
MODULE 3
MENSURATION
STATISTICS
MODULE 4
PROBABILITY
MODULE 5
SIMPLE ALGEBRA
LOGIC
TRANSPOSITION OF FORMULAE AND VARIATIONS
RELATIONS AND FUNCTIONS
MODULE 1
ESTIMATION, APPROXIMATION AND ERRORS
SURDS, INDICES AND LOGARITHMS
MATRICES
MODULE 2
TRIGONOMETRY
VECTORS IN 2-DIMENSION
SIMPLE TRANSFORMATION
LOCI
CIRCLE
THE EARTH AS A SPHERE
NETWORKS
MODULE 5
SEQUENCES
ALGEBRAIC PROCESSES
EQUATIONS AND INEQUATIONS

 

MODULE 2
COORDINATE GEOMETRY
EUCLIDEAN GEOMETRY
SYMMETRY
MODULE 3
SOLID FIGURES
MODULE 4
STATISTICS
PROBABILITY

 

MODULE 1
THE THEORY OF QUADRATIC EQUATIONS
SYSTEM OF EQUATIONS WITH 3 UNKNOWNS
INEQUALITIES AND INEQUATIONS
ABSOLUTE VALUE FUNCTIONS
SYSTEMS OF INEQUALITIES IN 2 UNKNOWNS
POLYNOMIALS
RATIONAL POLYNOMIAL  FUNCTIONS:   F(X)/G(X)
MATHEMATICAL STATEMENTS, LOGIC AND PROOFS
LOGIC
MATHEMATICAL PROOFS
BINOMIAL EXPANSION
APPLICATION OF APPROXIMATIONS
RELATIONS AND FUNCTIONS
MODULE 2
INDICES, SURD  AND LOGARITHMS
SURDS
LOGARITHMS
SEQUENCE AND SERIES
SETS AND THEIR REPRESENTATION
BINARY RELATIONS
PERMUTATIONS AND COMBINATIONS
PERMUTATIONS
COMBINATIONS
MODULE 3
CIRCULAR FUNCTIONS
MENSURATION OF THE CIRCLE
TRIGONOMETRIC FUNCTIONS
SOLVING TRIGONOMETRIC EQUATIONS
COORDINATE GEOMETRY
MATRICES
VECTORS
CALCULUS I
LIMITS
APPLICATIONS OF DIFFERENTIATION
INTEGRATION

 

MODULE 4
CIRCLE GEOMETRY
COMPLEX NUMBERS
VECTORS
INTEGRATION
LOCATION OF THE ROOTS OF ANY EQUATION
CURVE SKETCHING
MODULE 5
APPLICATION OF VECTORS IN MECHANICS.
KINEMATICS OF PARTICLES MOVING IN A STRAIGHT LINE
VELOCITY AND ACCELERATION AS VECTORS.
KINEMATICS OF PARTICLES IN A PLANE.
MOTION IN A CIRCLE WITH UNIFORM SPEED.
CENTRE OF MASS OF UNIFORM RIGID BODIES.
DESCRIPTIVE STATISTICS
REGRESSION AND CORRELATION
MODULE 6
APPLICATION OF VECTORS IN MECHANICS.
WORK, ENERGY, POWER
ELEMENTARY PROBABILITY
PROBABILITY LAWS
RANDOM VARIABLES AND DISCRETE RANDOM  VARIABLES
SPECIAL DISCRETE   PROBABILITY   DISTRIBUTIONS
CONTINUOUS  RANDOM VARIABLES
SPECIAL CONTINUOUS    DISTRIBUTION
MODUEL 7
NEWTON’S LAWS  OF MOTION.
MOTION OF CONNECT BODIES
MOMENTUM AS A VECTOR
SAMPLING AND ESTIMATION
HYPOTHESIS TESTING

 

Downloads

To find Downloadable lessons of the English Sub-System

Chapitres récents – Recent chapters

Les variables aléatoires

À la fin de cette leçon l'apprenant doit être capable de ; Déterminer la loi de probabilité d'une variable aléatoire; calculer l'espérance mathématiques d'une variable aléatoire; calculer la variance et l'écart-type d'une variable aléatoire.Intro Sujet un Sujet deux...

Composée de rotation de même centre

L'objectif est de savoir composée deux rotations de même centre.Intro Sujet un Sujet deux Activite une Activite deux Resume 1hr. 10min.Math Teacher

Solving problems that lead to linear equations

By the end of this lesson, the learner should be able to form linear equations from worded problems; Solve linear equations formed from worded problems.Intro Topic Activity Summary 1hr. 10min.Math Teacher

Generalités sur les suites numériques

L'élève vivant dans un environnement précis, est en contact avec les situations de vie qui demandent l'utilisation des suites numériques pour leurs résolutions.Intro Sujet un Sujet deux Activite une Activite deux Resume 1hr. 10min.Math Teacher