Advanced Placement (AP) Courses
MYP Admission for 2016-2017 year is now open
Thank you for your interest in the European School, IB Programme
MYP Admissions Calendar
Math Test(VI- X Grades) – May 24,Tuesday
• Time: 15:00 p.m ; Duration 90 minutes.
English Test (VII – X grades) – May 25, Wednesday (VII- Xgrades)
• Time: 15:00 p.m; Duration 60 minutes
Venue: Exam room 58 ( 5th floor)
The results of the Admission tests will be announced on Monday, May 30,Myp office (5th floor)
Topics for Admission Math Test
GRADE 6 (Math)
1.Reading and writing Natural Numbers
2.Operation with Natural Numbers
3.Fractions
4.Operation with Fractions
5.Decimals
6.Operation with Decimals
7.Percentages
8.Equations
9.Rectangles and squares
Grade 7 (Math)
1.Fractions
2.Operation with Fractions
3.Decimals
4.Operation with Decimals
5.Percentages
6.Connections fractions, decimals and percentages
7.Equations
8.Quadrilaterals and Triangles
Grade 8 (Math)
• Operating (+,-,×,÷,√) with fractions, decimals, integers; order of operations
• Percents, conversions to fractions/decimals and vice-versa, simple applications
• Rate/ratio, dividing a whole into the given ratio
• Simple Algebraic simplifications: distributive/repeating distributive law, collecting like terms, factorization of binomials, operating with algebraic fractions
• Linear equations
• The basics of geometry, types of angles and measurement, perimeters and areas of common polygons, total of angles in a triangle/quadrilateral/polygon, area and a circumference of a circle, surface area of 3-D shapes
• Units of measurement and conversions
Grade 9 (math)
• Operating (+,-,×,÷,√,%,〖 a〗^z,z∈Z) with all forms of Real numbers
• Rate/ratio, dividing a whole into the given ratio
• Algebraic simplifications: distributive/repeating distributive law, collecting like terms, factorization of binomials, operating with algebraic fractions, “Perfect square” and a “Difference of two squares” rules vice-versa, algebraic fractions and simplification
• Equations (linear, simple quadratic, cubic, a system of linear equations)
• Linear functions (constructing, a slope, x- and y-intercepts, converting equation of a line from a “slope-y-intercept form” into a “standard” form and vice-versa
• The geometry of polygons, types of angles and measurement, perimeters and areas of common polygons, total of angles in a triangle/quadrilateral, interior and exterior angles of a polygon, area and a circumference of a circle, surface area and volume of 3-D shapes (prisms, cylinders)
• Standard and Scientific notation of numbers; converting from one form to another
• Units of measurement and conversions
• Pythagoras Theorem and its converse; Pythagoras triples
Grade 10 (math)
• Operating (+,-,×,÷,√,%,〖 a〗^k,k∈Q) with all forms of Real numbers, rationalizing denominators, rounding numbers to the given accuracy
• Sets, set notations and Venn Diagrams
• Algebraic simplifications – distributive/repeating distributive law, collecting like terms, factorization of binomials, operating with algebraic fractions, “Perfect square” and a “Difference of two squares” rules vice-versa, algebraic fractions and simplification
• Equations – complicated linear, quadratic (Viet, Discriminant), rational, exponential, a system of linear equations
• Sequences – arithmetic, geometric (explicit and a recursive formulas)
• Standard and Scientific notation of numbers; converting from one form to another
• Coordinate Geometry – linear functions, constructing, a slope, x- and y-intercepts, converting equation of a line from a “slope-y-intercept form” into a “standard” form and vice-versa, formulas of a slope/gradient, a distance formula, a mid-point formula, geometric transformations (reflections, translations, rotations and dilations)
• The geometry of polygons, Pythagoras Theorem and its converse, types of angles , areas of common polygons, total of angles in a triangle/quadrilateral/polygons, interior and exterior angles of a polygon, area and a circumference of a circle, surface area and volume of 3-D shapes, units of measurement and conversions
• The basics of Trigonometry – the basic trigonometric ratios, trigonometry of the common angles (0°,30°,60°,45°,90°,180°,270°,360°)
• The basics of Statistics – different forms of representation of data, reading from graphs, the mean, mode and median of a data.
