If you Ever Dream of Becoming a Maths Genius then getting on board with the Vedic mathematics course is the right direction that one can head in. The course offers a variety of awesome maths tricks and problem-solving methods that can create a lot of difference in the solving speed. In mathematics, speed plays a crucial role.Once you are done with the Vedic mathematics certification, mathematics will never be a nightmare for you and on the contrary, you will enjoy solving problems. It will come as a fascination to you how fast you can solve the problems and that too with total ease.

The Vedic mathematics  classes Delivered at Careerera will make maths interesting and fun for you. Moreover, you will fall in love with maths altogether again.The Vedic maths classes are for the students who are eager to learn more about the simple tricks that can make the journey to the solutions easy and quick. Basic mathematics will facilitate the learning process and therefore it is beneficial in the long run. Apart from this, eagerness and willingness to learn new maths tips will allow you the scope to widen your knowledge and skill related to mathematics.If you are planning for any aptitude test or are appearing for one then look no further as we at Careerera, bring to you the most comprehensive Vedic mathematics course. 


  • Sl. No.
  • Chapter
  • Chapter - 1
  • Basic Addition and subtraction
  • Chapter - 2
  • Viniculum and De-Viniculum
  • Chapter - 3
  • Subtractions using viniculum
  • Chapter -4
  • Additions and Subtraction using base method
  • Chapter - 5
  • Multiplication using base method
  • Chapter - 6
  • Divisions using base method
  • Chapter - 7
  • Addition/subtractions (3D-4Rows,4D-4Rows,2D-5Rows)Squares using Base method and Duplex method
  • Chapter - 8
  • Multiplication General Method.(3D x2D,3Dx3D,4Dx 2D,4Dx 4D)
  • Chapter - 9
  • Divisions by flag method(3/2,4/2 4/3)
  • Chapter - 10
  • Square root(3d & 4d, and imperfect square)
  • Chapter - 11
  • Cubes(2d, 3d) • Cube Root(4d, 5d,6d)
  • Chapter - 12
  • Ratio and proportion
  • Chapter - 13
  • Dates and calendars
  • Chapter - 14
  • Magical squares
  • Chapter - 15
  • Pythagoras theorem
  • Chapter - 16
  • Argumental division
  • Chapter - 17
  • Factorization
  • Chapter - 18
  • Remainder Theorem
  • Chapter - 19
  • Simultaneous linear equations


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