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SAT Syllabus

Arithmetic Algebra Geometry Solid Geometry Miscellaneous

 

ARITHMETIC Top
Chapter – 1 (Basic Arithmetic Concepts) 1 hr
  • Concept of set
  • Number System
  • Signed numbers (Addition, subtraction, multiplication and division)
  • Factors, multiples, LCM, GCF
  • Exponents and Roots
  • PEDMAS rule for simplification
  • Concept of inequality
Chapter – 2 (Fractions and Decimals) 1 hr
  • Types of fraction (Proper, Improper, mixed numbers)
  • Comparing fractions and decimals.
  • Equivalent fraction
  • Arithmetic operations on fractions and decimals.
  • Arithmetic operations with mixed numbers.
  • Complex fractions
Chapter - 3 (Percent) 1 hr
  • Solving percent problems
  • Percent increase and decrease
Chapter - 4 (Ratio and Proportion) 1 hr
  • Concept of ratio and proportions
  • Problem on ratio and proportions
Chapter - 5 (Averages) 1 hr
  • Concept
  • Problems on averages
  • Problems on compound averages
ALGEBRA Top
Chapter – 6 (Polynomials) 1 hr
  • What is polynomial? Type of polynomials
  • Addition, subtraction, multiplication and division of polynomials
  • Factoring a polynomial with concept of HCF & LCM
Chapter – 7 (Solving equations and inequalities)  1 hr
  • Different methods of solving linear equation: substitution, elimination
  • Concept of Inequalities
Chapter –8 (Word Problems) 2 hrs
  • How to convert any word problem in to a mathematical expression
  • How to get correct answer from the choices
GEOMETRY Top
Chapter –9 (Lines and Angles) 1 hr
  • Basic geometric concepts
  • Different types of angles
  • Parallel lines and angles made by a transversal
Chapter –10 (Triangles) 2 hrs
  • Different types of triangle
  • Angle sum property of triangle
  • Exterior angle property of triangle
  • Side and angle properties of triangle
  • Pythagorean Theorem for right angle triangle
  • Property:
    • Sum of any two sides of a triangle is greater than the third side
    • The difference between the lengths of any two sides of a triangle is  less than the third side
  • Concept of similar triangles
  • Concept of congruent triangles
Chapter –11 (Quadrilaterals and other polygons) 2 hrs
  • Quadrilateral and different types
  • Properties of different types of quadrilateral
  • Angle sum property of quadrilateral
  • Angle sum property of polygon
  • Area
Chapter –12 (Circles) 2 hrs
  • Basics of circle
  • Angle made by an arc at center
  • Theorem: The angle made by an arc on the remaining part of a circle is half of the central angle made by the same arc
  • Theorem: Angles made in same segment of a circle by an arc are equal
  • Area and circumference of circle
  • Properties of tangent to circle
  • Concept of cyclic quadrilateral and its properties
SOLID GEOMETRY Top
Chapter –13 (Solid Geometry) 1 hr
  • Lateral surface area, Total surface area, Volume of cube and cuboids
  • Length of diagonal of cube and cuboid
  • Curved surface area, Total surface area and volume of cylinder
Chapter –14 (Coordinate Geometry) 2 hrs
  • Explanation of coordinate plane
  • Distance between two points
  • Coordinates of mid point
  • Slope of a line
  • Condition for two lines to be parallel or perpendicular
  • Intercept on Y axis cut by a line
MISC Top
Chapter –15 (Counting and Probability) 2 hrs
  • Using arithmetic to count
  • Principle of counting (Multiplication rule)
  • Using Venn diagram
  • Probability concept and questions
Chapter –16 (Logical Reasoning 1 hr
  • Alphanumeric problems
  • Sequences (AP, GP)
  • Patterns
Chapter –17 (Interpretation of Data) 1 hr
  • Reading of graph
  • Pie chart
  • Positive and negative correlation and line of fit
Chapter –18 (Functions and their Graph) 1 hr
  • Finding value of function at a point
  • Shifting of graph
  • Concept of domain and range of a function


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