 Numbers from 21 to 100 -addition and subtraction  Multiplication and division tables -concepts (multiplier/multiplicand; divisible/divisor; even/odd.

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Presentation transcript:

 Numbers from 21 to 100 -addition and subtraction  Multiplication and division tables -concepts (multiplier/multiplicand; divisible/divisor; even/odd numbers) sequence of the 4 rules of arithmetic  Triangles -identification of types

 Real numbers up to 1000  3 digit numbers -addition and subtraction -multiplication and division  Geometric figures – identification -straight line and curve; angles – vertex and sides; types of triangles  Measures of length (mm - km); mass (gram, ton ); time (century, second)

 Real numbers above 1000 addition and subtraction multiplication and division  4, 5, 6 digit numbers, a long figure  Decimal positional cardinal system  Roman numerals  Geometric figures – concepts of circumference, center, radius, degrees

 Fractions, decimals, decimal comma  Sum and difference of segments  Geometric figures and solids  Drawing of triangles and quadrangles  Distance from a point to a straight line  Right-angled parallelepiped and cube  Perimeter and area of a triangle, a rectangle and a square

 Divisible  Prime number and complex number, LMC and the greatest common divisor  Fractions  Operations  Number line  Transformation of a fraction into a decimal  Percent – presenting the correlation of two numbers by percentage

 Powers  Rational numbers  Operations  Number line  Descartes’s coordinate system  Symbols: ; =; =/=  Geometric figures and solids  Polygon, circumference and circle; prism and regular pyramid; cone and cylinder; sphere and globe  Proportions. Nominal

 Integer expressions  Identical expressions, Identities, common multiplier  Basic geometric figures  Median, line of symmetry; types of angles: upright, acute, obtuse, adjacent, exterior  Equation  Linear equation, unknown quantity, root of equation, modular equation

 Identical triangles  inequalities  Digital inequality, solving linear inequality with one ex  Rectangle, trapezium  Adjacent and opposite angles  Isosceles trapezium

 Square root, irrational  Quadratic equation  Vectors. Median of a triangle. Median of trapezium  Functions  Linear function, admissible values, graph  Identities

 Systems of linear equations with two unknown quantities  Systems of linear inequalities with one unknown quantity  Circumference and polygon  A point and a circumference  A straight line and a circumference  Two circumferences