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Vedic Maths Online Course for Competitive Examinations is a preparatory 45 hours course on Mathematics for competitive examinations like UPSC, MBA, MCA, GMAT, GRE, CSAT, Banking etc.
The main objective and purpose of this online course is to acquaint the student with various Vedic Maths techniques to tackle word problems faster and more effectively so that the result is a better percentile!
Vedic Maths for Exam Aspirants
The Course has been neatly divided into various relevant topics and contains clear introduction on different mathematical topics, the important derivations and formulae that aid in understanding the core concept of the subject and solve the questions faster yet correctly. Vedic Maths helps in quant concepts such as number systems, data interpretation and even reasoning to some extent.
This course is rigorous for 45 hours and guarantees a better understanding and application of the mathematical concept. Once you sign up, you will be one on one in the Virtual Classroom with the teacher who will guide you through concepts seamlessly. You will also be given worksheets to check speed and accuracy for every topic and discussions and solution of past papers pertaining to your exam will happen.
Towards the end of the course we will discuss the strategy with which you should attempt the Quant Section. All throughout we will work on your strengths and try to convert your weak topics into strengths to achieve best results.
Exams and Curriculum covered
|Complex number||Multiple and Sub-multiple angles||Ellipse|
|Quadratic equation||General solution of Trigonometric equation||Hyperbola|
|Sequence and Series||Triangle theorems||3-D Co-ordinate Geometry|
|Logarithm||Inverse Trigonometric functions||Functions|
|Permutation and combination||Co-ordinate Geometry Basics||Limit,continuity and differentiability|
|Binomial theorem||Locus||Differential calculus|
|Matrices and Determinants||Straight Line||Integral calculus|
|Trigonometric ratios and identities||Parabola||Vectors|
|Number systems||Mixtures and alligation||Permutation and Combination|
|HCF and LCM||Linear equations||Probability|
|Percentages||Quadratic equations||Set Theory|
|Profit,loss and discount||Complex numbers||Geometry|
|Compound interest||Sequence and Series||Co-ordinate Geometry|
|Speed,time and distance||Binomial Theorem||Trigonometry|
|Time and work||Surds and Indices||Clock|
|Ratio and proportion||Functions and Graphs|
|Decimals||Graphs of Functions||3-Dimensional figures|
|Exponents and roots||Operations with algebraic expressions||Triangles|
|Fractions||Rules of exponents||Counting methods|
|Integers||Solving linear equations||Data Interpretation|
|Percent||Solving Linear inequalities||Distribution of data|
|Ratio||Solving quadratic equations||Random variables|
|Real numbers||Lines and angles||Probability distributions|
|Algebraic applications||Circles||Graphical methods|
|Co-ordinate Geometry||Polygons||Numerical methods|
|Real numbers||Permutation and Combination||Polygons|
|Properties of integers||Algebraic Expressions||Co-ordinate Geometry|
|Divisibility rules||Linear equations||Time speed problems|
|Fractions||Quadratic equations||Work problems|
|Average||Absolute value||Interest problems|
|Ratio and proportion||Functions||Discount|
|Percentages||Lines and Angles||Profit|
|Exponents and roots||Triangles||Set Theory|
|Sets||Pythagorean theorem and Triplets|
|Number Theory||Linear equations and inequalities||Co-ordinate Geometry|
|Arithmetic||Quadratic equations||Geometric visualization|
|Prime numbers||Rational and radical equation||Slope|
|Percentages||Equations of lines||Similarity|
|Ratio and proportion||Absolute value||Transformations|
|Logical reasoning||Direct and inverse variation||Data interpretation|
|Set Theory||Algebraic functions||Statistics|
|Properties of integers||Area and permeter of polygon||Probability|
|Divisibility||Area and circumference of circle|
|Counting techniques||Volume of box,cube & cylinder|
|Sequence and Series||Pythagorean theorem|
|Exponents||Properties of lines|
|Average||Speed,Time & Distance|
|Percentage||Time & Work|
|Ratio and proportion||Number System|
|Data interpretation||Data Sufficiency|
|Quadratic equations||Permutation & Combination|
|Simple & Compound interest||Probability|
|Age problems||Mixtures & Alligations|
|Profit & Loss|
The Vedic Maths Forum (India) has been promoting Vedic Mathematics globally since 2000. It was founded by Gaurav Tekriwal and since then the forum has been conducting workshops, talks, and presentations to spread the idea of Vedic Mathematics based on the works of Tirthaji and to raise the standards of numeracy world-wide.