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Numerical functions and their properties.

Numerical functions and their properties.

Numerical functions and their properties.

Ways of setting functions

Even and odd functions.

Even and odd functions.

The root of the nth degree.

The root of the nth degree.

The root of the nth degree.

Properties of the arithmetic root of the nth power.

Properties of the arithmetic root of the nth power.

Properties of the arithmetic root of the nth power.

Properties of the arithmetic root of the nth power.

Sine, cosine, tangent and cotangent of an angle.

Sine, cosine, tangent and cotangent of an angle.

Sine, cosine, tangent and cotangent of an angle.

Radian measurement of angles.

Radian measurement of angles.

Familiarity with trigonometric functions

Evenness, oddness and signs of trigonometric functions

Trigonometric functions of a numerical argument.

Basic trigonometric identity

The formula for the relationship between tangent and cosine

Problems on finding trigonometric functions

Solving problems on the application of all studied ratios

Acquaintance with summary formulas

Basic problems on summation formulas

Solving examples using summation formulas

Application of basic ratios and summation formulas

Periodicity of functions.

Properties and graph of sine

Properties and cosine graph

Tangent properties and graph

Addition formulas for sine and cosine

Addition formulas for trigonometric functions and their consequences.

Addition formulas for trigonometric functions and their consequences.

Formulas for reduction of power and half argument

Formulas for converting a sum into a product

An equation of the form y = cos x

An equation of the form y = sin x

An equation of the form y = tg x

Solving trigonometric equations reduced to the simplest

The derivative of a function, its geometric and physical meaning.

The derivative of a function, its geometric and physical meaning.

The derivative of a function, its geometric and physical meaning.

Table of derivatives, differentiation rules.

Table of derivatives, differentiation rules.

Table of derivatives, differentiation rules.

A sign of constancy, sufficient conditions of growth and decline, extrema of the function.

A sign of constancy, sufficient conditions of growth and decline, extrema of the function.

A sign of constancy, sufficient conditions of growth and decline, extrema of the function.

A sign of constancy, sufficient conditions of growth and decline, extrema of the function.

Application of the derivative to the study of the function.

Application of the derivative to the study of the function.

The application of the derivative to the study of functions and the construction of their graphs.

The application of the derivative to the study of functions and the construction of their graphs.

The largest and smallest value of the function on the interval.

The largest and smallest value of the function on the interval.

The largest and smallest value of the function on the interval.

The largest and smallest value of the function on the interval.

Solving problems of practical content.

Solving problems of practical content.

2020Online School, Documentary, Education, Ukraine

Full HD401 minute

The All-Ukrainian online school is a joint project of the Office of the President of Ukraine, the Ministry of Education and Science, the Committee of the Verkhovna Rada on Education, Science and Innovation, the public union «Osvitoria» and the United Nations Children's Fund (UNICEF).

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