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Set: definition, algebraic operation, properties.
The system of real numbers: properties, inequality, absolute value.
Functions (one variable): definition, algebraic operations, composition functions, inverse functions. Coordinate system and function graph.
Limit: definition and properties, unidirectional limits, unlimited limits, natural numbers.
Continuity: definition and the nature of continuity.
Derivatives: definition, properties, derivatives of composite functions, inverse function derivatives, derivative function parameters, trigonometric function derivatives, cyclometric functions, hyperbolic functions, exponential functions, logarithmic functions, implicit function derivatives, logarithmic decreases, high-level derivatives . Geometrical / physical definition of the derivative.
Application of derivatives: maximum / minimum, up / down, convex / concave, stationary point, extreme function and extreme problems in everyday life.
Taylor / Mac Laurin series and its application.

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