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Video course on preparation for the OGE in mathematics - course 990 rubles. from Foxford, training 48 video lessons, Date November 29, 2023.
Miscellaneous / / December 02, 2023
Learning at your own pace
The course consists of 48 video lessons up to 15 minutes, which you can study at any time
Theory for passing the OGE
The course briefly examines the theory of grades 5-9, and also demonstrates the design of assignments on the topic
Practice OGE tasks
Homework and trial versions of the OGE, compiled according to the recommendations of FIPI
1. The course is taught by Anna Eckerman
🔥 OGE expert
🔥 The average result of students on the OGE is 4.6 out of 5
🔥 Master of Mathematics Faculty of Moscow Pedagogical State University
2. Concise repetition of the theory
The program consists of 48 video lessons that concisely examine the theory of grades 5-9, and also study the solution of tasks that cause the greatest difficulty.
Instant quizzes have been added to each lesson to reinforce the topic. It is suggested to take 3 samples.
3. Learning at your own pace
The course is aimed at independent study of the material and is recommended as an addition to the annual OGE course or a mini-group in preparation for the OGE in mathematics.
We manually check samples and homework.
We do not leave the written part assignments for self-testing - this is done by OGE experts.
We check “for real”, like in an exam, and as a result you receive detailed feedback. All this is for the sake of speed of preparation and your results.
A personal curator will answer questions within two hours, 24/7.
The curators understand the program and the subject, so they can easily answer your questions about the course and homework - at any time.
They know well how difficult it can be to prepare and understand your worries.
The most important task of the tutor is to help you cope with stress and fear of exams for up to 15 minutes plus homework.
Solving linear equations with one unknown.
- Solving linear equations with one unknown.
Factoring a polynomial by taking the common factor out of brackets.
- Factoring a polynomial by taking the common factor out of brackets.
Linear function
- Linear function graph
- Properties of a linear function
Systems of linear equations with two variables
- Substitution method
- Algebraic addition method
Algebraic fractions
- Actions with algebraic fractions
Degree with an integer exponent
- Properties of degree with integer exponent
Arithmetic square root
- Definition of arithmetic square root
- Properties of arithmetic square root
Quadratic equations
Solving complete quadratic equations (discriminant, Vieta's theorem, properties of coefficients).
- Quadratic equations
- Solving incomplete quadratic equations
- Solving complete quadratic equations (discriminant, Vieta’s theorem, properties of coefficients)
Solving Linear Inequalities
- Solving linear inequalities with one variable
- Solving systems of linear inequalities
Quadratic function
- Properties of a quadratic function
- Graph of a quadratic function
Progression
- Arithmetic
- Geometric
Probability theory
- Probability theory
Isosceles and equilateral triangle
- Properties of an isosceles triangle
- Equilateral triangle
Parallel lines
- Determination of parallel lines
- Axiom of parallel lines
- Signs of parallel lines
- Theorems on angles formed by parallel lines and transversals
Right triangle
Right triangle. Properties. Signs of equality.
- Properties of right triangles
- Signs of equality of right triangles
- Area of ​​a triangle
Parallelogram
- Definition of parallelogram
- Signs of a parallelogram
- Properties of a parallelogram
- Area of ​​a parallelogram
Trapezoid
- Definition of trapezoid
- Types of trapezoids
- Properties of a trapezoid
- Midline of trapezoid
- Area of ​​the trapezoid
Pythagorean theorem and its converse
- Pythagorean theorem and its converse
Relationships between sides and angles of a right triangle
- Sine
- Cosine
- Tangent
Inscribed and central angles
- Inscribed and central angles
Theorem of sines and cosines
- Theorem of sines
- Cosine theorem
Degree with a natural indicator and its properties.
- Degree with a natural indicator
- Properties of degree with natural exponent
Factoring a polynomial
- Factoring a polynomial using the grouping method
- Factoring a polynomial using abbreviated multiplication formulas
Function y=k/x, its graph and properties
- Graph of the function y=k/x
- Properties of the function y=k/x
Solving equations that reduce to quadratic equations
- Solving equations that reduce to quadratic equations
- Solving quadratic inequalities
Interval method for solving inequalities.
- Interval method for solving inequalities
Solving problems using fractional rational equations
- Solving problems using fractional rational equations
Adjacent and vertical angles
- Adjacent corners
- Vertical angles
Triangle
- Triangle
- Signs of equality of triangles
- Middle line of the triangle
- Sum of triangle angles
Median. Bisector. Height.
- Median
- Bisector
- Height
Rectangle
- Rectangle definition
- Rectangle sign
- Rectangle properties
- Area of ​​the rectangle
- Proportional segments in a right triangle
Rhombus
- Diamond definition
- Properties of a rhombus
- Area of ​​a rhombus
Similar triangles
- Determination of similar triangles
- Signs of similar triangles
Circles
- The relative position of the straight line and the circle
- Tangent to a circle
- Tangent and secant theorem
- Inscribed and circumscribed circles
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