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Vedic Math Plus

Categories: Vedic Math Plus

Course Info

Curriculum

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About Course

A 20-hour duration course covering addition, subtraction, multiplication, division, squaring, cubing, square root, cube root, tables up to one thousand, roman numeration, rules of divisibility, and many more such useful topics with proper video explanation, worksheets. Also, the Present Level will be checked before the commencement of the course and the Final Level will be evaluated after the completion of the course to accurately measure the improvement. Taught till now to thousands of students and hundreds of teachers with a high degree of appreciation. All courses available on our site are for a limited time. This course is valid for…

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1 Students

10 Courses

Course Curriculum

Before the Course
It includes video clips explaining why the course was made, how to start, how to use the content of the course for the maximum benefit, and also how to finish the course and evaluating your performance and improvement.

Present Level Test
Overview of the course

5:52
Content of the Course

15:07
How to deal with Present and Final Level Tests

1:52
A Glance at the Study Material of the Course

3:09

Multiplication Specialisation : Part – 1

Trick 1 – Pattern Method (For Family of 9’s, 3’s, 6’s, 1’s)

00:11:22
Trick 2 – Table Method (For Family of 2’s, 4’s, 5’s, 7’s, 8’s)

00:21:35
Trick 3 – The Easiest Formula – Part 1 ( Left Part Same, Right Part Ending at 5 )

00:04:47
Trick 3 – The Easiest Formula – Part 2 ( Left Part Same, Right Part Total 10 )

00:05:27
Trick 3 – The Easiest Formula – Part 3 ( Left Part Same, Right Part Total 100 )

00:04:18
Trick 3 – The Easiest Formula – Part 4 ( Left Part Same, Right Part Total 1000 )

00:04:07
Trick 3 – The Easiest Formula – Part 5 ( Left Part Same, Right Part Total 10000 )

00:05:34
Trick 3 – The Easiest Formula – Part 6 ( Left Part 10, Right Part Same )

00:02:56
Trick 3 – The Easiest Formula – Part 7 ( Left Part Multiple of 10, Right Part Same )

00:03:35
Trick 3 – The Easiest Formula – Part 8 ( Different Numbers Ending 5 )

00:08:12
Trick 4 – Neighbour Method – Part 1 ( Square of (n + 1) when square of n is known )

00:06:25
Trick 4 – Neighbour Method – Part 2 ( Square of (n – 1) when square of n is known )

00:03:59
Trick 4 – Neighbour Method – Part 3 ( Square of (n+2) when square of n is known )

00:03:54
Trick 4 – Neighbour Method – Part 4 ( Square of (n – 2) when square of n is known )

00:01:13
Trick 5 – Vilokanam – Part 1 ( Any Number by FO9’S – with Equal 9’s)

00:07:31
Trick 5 – Vilokanam – Part 2 ( Any Number by FO9’S – with More 9’s )

00:04:21
Trick 5 – Vilokanam – Part 3 ( Any Number by FO9’S – with Less 9’s )

00:03:24
Trick 5 – Vilokanam – Part 4 ( Any Number by 11 )

00:12:15
Trick 5 – Vilokanam – Part 5 ( Any Number By 111 )

00:03:32
Trick 5 – Vilokanam – Part 6 ( Any Number By 1111 )

00:04:14
Trick 5 – Vilokanam – Part 7 ( Any Number By 12 )

00:05:24
Trick 5 – Vilokanam – Part 8 ( Any Number By 13 )

00:06:26
Trick 5 – Vilokanam – Part 9 ( Any Number By 21 )

00:04:16
Trick 5 – Vilokanam – Part 10 ( Any Number By 22 )

00:02:50
Trick 5 – Vilokanam – Part 11 ( Any Number By 23 Or AB )

00:04:21
Trick 5 – Vilokanam – Part 12 ( Any Number By 5 )

00:02:09
Trick 5 – Vilokanam – Part 13 ( Any Number By 25 )

00:02:07
Trick 5 – Vilokanam – Part 14 ( Any Number By 125 Or 625 )

00:04:55

Addition Specialisation
Master addition orally

Trick 6 – Addition Specialisation – Part 1

00:15:23
Trick 6 – Addition Specialisation – Part 2

00:52:42

Subtraction Specialisation
Don't subtract even if you are asked to do so. Left to right new way of doing subtraction.

Trick 7 – Subtraction Specialisation

00:30:34

Miscellaneous but Important Tricks : Part – 1

Trick 8 – Result Verification Technique

00:18:21
Trick 9 – Conquer The Roman

00:32:46
Trick 10 – Fusion Multiplication – Part 1 ( Mastering the Tables up to 99 )

00:32:51
Trick 10 – Fusion Multiplication – Part 2 ( Mastering the Tables up to 999)

00:09:12

Multiplication Specialisation : Part – 2

Trick 11 – Base Method – Part 1 ( Near 10 – Both Above )

00:06:51
Trick 11 – Base Method – Part 2 ( Near 100 – Both Above )

00:05:27
Trick 11 – Base Method – Part 3 ( Near 1000 – Both Above )

00:04:45
Trick 11 – Base Method – Part 4 ( Near 10000 – Both Above )

00:03:03
Trick 11 – Base Method – Part 5 ( Near 10 – Both Below )

00:02:53
Trick 11 – Base Method – Part 6 (Near 100 – Both Below )

00:01:47
Trick 11 – Base Method – Part 7 ( Near 1000 – Both Below )

00:01:22
Trick 11 – Base Method – Part 8 ( Near 10000 – Both Below )

00:02:13
Trick 11 – Base Method – Part 9 ( Near 10 – One Above One Below )

00:04:09
Trick 11 – Base Method – Part 10 ( Near 100 – One Above One Below )

00:09:18
Trick 11 – Base Method – Part 11 ( Near 1000 – One Above One Below )

00:08:24
Trick 11 – Base Method – Part 12 ( Near 10000 – One Above One Below )

00:11:07
Trick 12 – Zone Method – Part 1 ( 50 – ZONE )

00:18:16
Trick 12 – Zone Method – Part 2 ( 50 + ZONE )

00:12:29
Trick 12 – Zone Method – Part 3 ( 100 – ZONE )

00:07:57
Trick 12 – Zone Method – Part 4 ( 100 + ZONE )

00:05:39
Trick 12 – Zone Method – Part 5 ( Squaring upto 250 Orally )

00:08:44
Trick 13 – Urdhva Tiryak Method – Part 1 ( 2Digit by 2Digit in one line directly )

00:17:33
Trick 13 – Urdhva Tiryak Method – Part 2 ( 3Digit by 2Digit in one line directly )

00:11:16
Trick 13 – Urdhva Tiryak Method – Part 3 ( 4Digit by 2Digit in one line directly )

00:07:01
Trick 13 – Urdhva Tiryak Method – Part 4 ( 5Digit by 2Digit in one line directly )

00:07:16
Trick 13 – Urdhva Tiryak Method – Part 5 ( 3Digit by 3Digit in one line directly )

00:08:48
Trick 13 – Urdhva Tiryak Method – Part 6 ( 4Digit by 3Digit in one line directly )

00:06:32
Trick 13 – Urdhva Tiryak Method – Part 7 ( 5Digit by 3Digit in one line directly )

00:09:12
Trick 13 – Urdhva Tiryak Method – Part 8 ( 4Digit by 4Digit in one line directly )

00:08:18
Trick 13 – Urdhva Tiryak Method – Part 9 ( 5Digit by 4Digit in one line directly )

00:06:05
Trick 13 – Urdhva Tiryak Method – Part 10 ( 5Digit by 5Digit in one line directly )

00:04:04
Trick 14 – Duplex Squaring ( Fast squaring up to 5 digit numbers )

00:48:06
Trick 15 – Average Method – Part 1 ( Squares Orally upto 999 )

00:29:33
Trick 15 – Average Method – Part 2 ( Squares Orally upto 9999 )

00:10:01
Trick 16 – Cubing – Part 1 ( Ratio Method )

00:32:17
Trick 16 – Cubing – Part 2 ( Near 100: Above )

00:12:57
Trick 16 – Cubing – Part 3 ( Near 100: Below )

00:12:00
Trick 16 – Cubing – Part 4 ( Near 1000: Above )

00:07:25
Trick 16 – Cubing – Part 5 ( Near 1000: Below )

00:06:33

Miscellaneous but Important Tricks : Part – 2

Trick 17 – Divisibility – Part 1 ( Easy )

00:15:32
Trick 17 – Divisibility – Part 2 ( Intermediate )

00:10:37
Trick 17 – Divisibility – Part 3 ( Seemingly Harder)

00:33:21

Division Specialisation

Trick 18 – Division – Part 1 – Nikhilam

00:15:04
Trick 18 – Division – Part 2 – Pravartaya Yojyet

00:06:26
Trick 18 – Division – Part 3 – UT Particular Method

00:17:10
Trick 18 – Division – Part 4 – UT General 1D1F

00:21:21
Trick 18 – Division – Part 5 – UT General 2D1F

00:13:15
Trick 18 – Division – Part 6 – UT General XD2F

00:14:51
Trick 18 – Division – Part 7 – UT General XDYF

00:31:47
Trick 18 – Division – Part 8 – UT General XDYF – Division Continued With Decimal Consideration

00:27:12
Trick 18 – Division – Part 9 – MATHEMAGIC – Unbelievable !!!

00:33:02
Trick 19 – Square Root – Part 1 ( Oral Square rooting upto 3 or 4 digit numbers )

00:29:53
Trick 19 – Square Root – Part 2 ( Oral Square rooting upto 5 or 6 digit numbers )

00:11:15
Trick 19 – Square Root – Part 3 ( Oral Square rooting upto 7 or 8 digit numbers )

00:04:33
Trick 19 – Square Root – Part 4 ( Square rooting by division method upto 3 or 4 digit numbers )

00:08:53
Trick 19 – Square Root – Part 5 ( Square rooting by division method upto 5 or 6 digit numbers )

00:02:51
Trick 19 – Square Root – Part 6 ( Square rooting by division method upto 7 or 8 digit numbers )

00:07:22
Trick 19 – Square Root – Part 7 ( Square rooting by division method of Imperfect Squares )

00:11:21
Trick 20 – Cube Root – Part 1 ( Cube Root of 4,5,6 digit perfect cubes )

00:27:30
Trick 20 – Cube Root – Part 2 ( Cube Root of 7,8,9 digit perfect cubes )

00:17:20

Performance Evaluation

Final Level Test

Applications of the Course
Where the concept learnt can be applied, for instance.

AOC – 1 Application of the Course (Sequence and Series)

00:25:20
AOC – 2 Application of the Course (Ptolemy Theorem)

00:12:42
AOC – 3 Application of the Course (Pythagorean Triplet)

00:06:03
AOC – 4 Application of the Course (Frustum of a Cone)

00:24:56
AOC – 5 Application of the Course (Percentage)

00:27:04
AOC – 6 Application of the Course ( Area and Volume)

11:13

Student Ratings & Reviews

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₹3000 ~~₹5000~~

Enrolment validity: 90 days

Level

All Levels
Total Enrolled

1
Duration

20 hours
Last Updated

September 7, 2021
Certificate

Yes

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Vedic Math Plus

About Course

What Will You Learn?

About the instructor

Course Curriculum

Before the Course It includes video clips explaining why the course was made, how to start, how to use the content of the course for the maximum benefit, and also how to finish the course and evaluating your performance and improvement.

Present Level Test

Overview of the course

Content of the Course

How to deal with Present and Final Level Tests

A Glance at the Study Material of the Course

Multiplication Specialisation : Part – 1

Trick 1 – Pattern Method (For Family of 9’s, 3’s, 6’s, 1’s)

Trick 2 – Table Method (For Family of 2’s, 4’s, 5’s, 7’s, 8’s)

Trick 3 – The Easiest Formula – Part 1 ( Left Part Same, Right Part Ending at 5 )

Trick 3 – The Easiest Formula – Part 2 ( Left Part Same, Right Part Total 10 )

Trick 3 – The Easiest Formula – Part 3 ( Left Part Same, Right Part Total 100 )

Trick 3 – The Easiest Formula – Part 4 ( Left Part Same, Right Part Total 1000 )

Trick 3 – The Easiest Formula – Part 5 ( Left Part Same, Right Part Total 10000 )

Trick 3 – The Easiest Formula – Part 6 ( Left Part 10, Right Part Same )

Trick 3 – The Easiest Formula – Part 7 ( Left Part Multiple of 10, Right Part Same )

Trick 3 – The Easiest Formula – Part 8 ( Different Numbers Ending 5 )

Trick 4 – Neighbour Method – Part 1 ( Square of (n + 1) when square of n is known )

Trick 4 – Neighbour Method – Part 2 ( Square of (n – 1) when square of n is known )

Trick 4 – Neighbour Method – Part 3 ( Square of (n+2) when square of n is known )

Trick 4 – Neighbour Method – Part 4 ( Square of (n – 2) when square of n is known )

Trick 5 – Vilokanam – Part 1 ( Any Number by FO9’S – with Equal 9’s)

Trick 5 – Vilokanam – Part 2 ( Any Number by FO9’S – with More 9’s )

Trick 5 – Vilokanam – Part 3 ( Any Number by FO9’S – with Less 9’s )

Trick 5 – Vilokanam – Part 4 ( Any Number by 11 )

Trick 5 – Vilokanam – Part 5 ( Any Number By 111 )

Trick 5 – Vilokanam – Part 6 ( Any Number By 1111 )

Trick 5 – Vilokanam – Part 7 ( Any Number By 12 )

Trick 5 – Vilokanam – Part 8 ( Any Number By 13 )

Trick 5 – Vilokanam – Part 9 ( Any Number By 21 )

Trick 5 – Vilokanam – Part 10 ( Any Number By 22 )

Trick 5 – Vilokanam – Part 11 ( Any Number By 23 Or AB )

Trick 5 – Vilokanam – Part 12 ( Any Number By 5 )

Trick 5 – Vilokanam – Part 13 ( Any Number By 25 )

Trick 5 – Vilokanam – Part 14 ( Any Number By 125 Or 625 )

Addition Specialisation Master addition orally

Trick 6 – Addition Specialisation – Part 1

Trick 6 – Addition Specialisation – Part 2

Subtraction Specialisation Don't subtract even if you are asked to do so. Left to right new way of doing subtraction.

Trick 7 – Subtraction Specialisation

Miscellaneous but Important Tricks : Part – 1

Trick 8 – Result Verification Technique

Trick 9 – Conquer The Roman

Trick 10 – Fusion Multiplication – Part 1 ( Mastering the Tables up to 99 )

Trick 10 – Fusion Multiplication – Part 2 ( Mastering the Tables up to 999)

Multiplication Specialisation : Part – 2

Trick 11 – Base Method – Part 1 ( Near 10 – Both Above )

Trick 11 – Base Method – Part 2 ( Near 100 – Both Above )

Trick 11 – Base Method – Part 3 ( Near 1000 – Both Above )

Trick 11 – Base Method – Part 4 ( Near 10000 – Both Above )

Trick 11 – Base Method – Part 5 ( Near 10 – Both Below )

Trick 11 – Base Method – Part 6 (Near 100 – Both Below )

Trick 11 – Base Method – Part 7 ( Near 1000 – Both Below )

Trick 11 – Base Method – Part 8 ( Near 10000 – Both Below )

Trick 11 – Base Method – Part 9 ( Near 10 – One Above One Below )

Trick 11 – Base Method – Part 10 ( Near 100 – One Above One Below )

Trick 11 – Base Method – Part 11 ( Near 1000 – One Above One Below )

Trick 11 – Base Method – Part 12 ( Near 10000 – One Above One Below )

Trick 12 – Zone Method – Part 1 ( 50 – ZONE )

Trick 12 – Zone Method – Part 2 ( 50 + ZONE )

Trick 12 – Zone Method – Part 3 ( 100 – ZONE )

Trick 12 – Zone Method – Part 4 ( 100 + ZONE )

Trick 12 – Zone Method – Part 5 ( Squaring upto 250 Orally )

Trick 13 – Urdhva Tiryak Method – Part 1 ( 2Digit by 2Digit in one line directly )

Trick 13 – Urdhva Tiryak Method – Part 2 ( 3Digit by 2Digit in one line directly )

Trick 13 – Urdhva Tiryak Method – Part 3 ( 4Digit by 2Digit in one line directly )

Trick 13 – Urdhva Tiryak Method – Part 4 ( 5Digit by 2Digit in one line directly )

Trick 13 – Urdhva Tiryak Method – Part 5 ( 3Digit by 3Digit in one line directly )

Trick 13 – Urdhva Tiryak Method – Part 6 ( 4Digit by 3Digit in one line directly )

Trick 13 – Urdhva Tiryak Method – Part 7 ( 5Digit by 3Digit in one line directly )

Trick 13 – Urdhva Tiryak Method – Part 8 ( 4Digit by 4Digit in one line directly )

Trick 13 – Urdhva Tiryak Method – Part 9 ( 5Digit by 4Digit in one line directly )

Trick 13 – Urdhva Tiryak Method – Part 10 ( 5Digit by 5Digit in one line directly )

Trick 14 – Duplex Squaring ( Fast squaring up to 5 digit numbers )

Before the Course
It includes video clips explaining why the course was made, how to start, how to use the content of the course for the maximum benefit, and also how to finish the course and evaluating your performance and improvement.

Addition Specialisation
Master addition orally

Subtraction Specialisation
Don't subtract even if you are asked to do so. Left to right new way of doing subtraction.

Applications of the Course
Where the concept learnt can be applied, for instance.