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Vedic Maths tricks help students perform fast calculations to get the desired result. Vedic Maths is an ancient form of mathematics that also goes by the name mental maths. The Vedic mathematics discovery is attributed to an Indian mathematician named Jagadguru Shri Bharathi Krishna Tirthaji.

His research was included in Tirthaji Maharaj, a book on Vedic mathematics. Vedic mathematics tricks have been known to increase the calculation speed by 5 to 10 times. So, these ticks become an essential tool for competitive exams. In this article, we will explore some of the best Vedic maths tricks and provide students with a free pdf of the Vedic maths tricks.

## Vedic Maths Tricks

Vedic maths tricks can be applied to perform quick calculations in a number of cases ranging from multiplication to finding squares. Vedic Maths got its name due to its origin in the time of Vedas. The tricks of Vedic Maths has been dominating the field of mathematics from thousands of years. Vedic mathematics is renowned for its speed, accuracy, and simplicity. With the help of Vedic maths tricks, complicated questions can be resolved quickly and effectively.

Vedic math tricks are well known for their fascinating approaches to problem-solving in mathematics. It has been practiced for centuries in India and is well-liked by both teachers and students because to its distinct method of solving mathematical puzzles. To skill students with the magical tricks of Vedic Maths, we have provided some exceptional rules of Vedic maths with examples.

## Sutras of Vedic Maths

The sutras are the core of Vedic maths. The sutras of Vedic maths are standardized rules and procedures to solve variety of problems. Vedic Maths tricks are derived from these sutras. Along with the sutras, Vedic Maths also consist of sub-sutras. There are a total of 16 sutras and 13 sub-sutras in Vedic Maths that are the core fundamentals on which the Vedic maths is based.

Sutras | Sub-sutras |

Ekadhiken Purvena | Anurupyena |

Nikhilam Navatacharamam Dasatah | Sisyate Sesajnah |

Urdhva-tiryagbhyam | Adyamadyenantya-mantyena |

Paravartya Yojayet | Kevalaih Saptakam Gunyat |

Sunyma Samyasamuchaye | Vestanam |

(Anurupye) Sunyamanyat | Yavadunam Tavadunam |

Sankalana-vyavakalamnabyam | Yavadunam Tavadunikrtya Varganca Yojayet |

Puranapuranabhyam | Antyayoradaskaepi |

Chalana-Kalanabhyam | Antyayoreva |

Yavadunam | Samuccayagunitha |

Vyastisamastih | Lopanasthapanabhyam |

Sesanyankena Caramena | Vilokanam |

Sopantyadvayamantyam | Gunitasamuccayah Samuccayagunitah |

Ekanyunena Purvena | |

Gunitasamuccayah | |

Gunakasamuccayah |

## Vedic Maths Addition Tricks

Vedic Maths can be employed to add two numbers. The trick to add numbers using Vedic Maths is discussed below in a detailed manner by taking the example case of 97 + 38.

**Step 1:** Determine the number that most closely resembles the multiple of ten.

Forty is the nearest multiple of 10 for 38.

The value 100 is the closest to the 10s multiple for 97.

**Step 2:** Add the multiples of tens to the numbers.

140 is 40 plus 100.

**Step 3:** Add or subtract the shortfall in numbers.

There is a 2 deficit in number 38.

There is a 3 shortfall in number 97.

Thus, 140-(2 + 3) = 140-5

= 135

## Vedic Maths Multiplication Tricks

The Vedic Maths multiplication trick is one of the two most widely used tricks for doing faster calculation. The other trick that is considerably used is the tricks for finding the square. Multiplication is complex when the values of the number to be multiplied increases a threshold. We all must have memorized table up to 20, but what about the numbers that come after 20. What about 3 or 4 digit number multiplication. The standard multiplication can be used to solve such problems but it takes more time.

As the competitive exam relies heavily on time management, examiners put lengthy calculations to test the time management skill of candidates. The competitive exam require its candidate to know relevant tricks to compute lengthy calculations. It is why, knowing the Vedic maths tricks is of utmost importance. The most useful Vedic Maths Multiplication tricks is given below with examples.

**1) Multiplication of a Number by 5**

The multiplication of a number by 5 is one of the most common asked questions in all the board and competitive exams. We can multiply any number by 5 based whether it is odd or even. The multiplication by 5 trick is given below with examples.

**For Even Number**

2244 x 5 =?

**Step 1: Find the half of 2244, i.e., 2244/ 2 = 1122**

**Step 2: Add 0 as the last digit of the result**

So, The answer will be 2244 x 5 = 11220

**For Odd Number**

3545 x 5 = ?

**Step 1: As odd number is uneven, so we find the half of 1 lees than the odd number; so ( 3545 – 1) / 2 = 1772**

**Step 2: As it is an odd number, so instead of 0 we will put 5**

The answer will be 3545 x 5 = 17725

### 2) Multiplication of 2-Digit Numbers (11-19)

Using this Vedic Trick, you may multiply any two-digit number from 11 to 19 fast and precisely. It’s one of the useful vedic math tricks for multiplication. You will be able to compute more quickly than a calculator after a few practice runs.

**Step 1: Add the larger number by the smaller number’s unit digit.**

**Step 2: Multiply the outcome by ten.**

**Step 3: Multiply the numbers’ unit digits.**

**Step 4: Then perform the addition of the two numbers**

**Example: Multiplication of 13 and 15**

Step 1: 15 + 3 = 18.

Step 2: 18 * 10 = 180.

Step 3: 3 * 5 = 15.

Step 4: Add 180 + 15 = 195.

### 3) Multiplication of 3-Digit Number

We can also multiply 3-digit numbers using the Vedic maths tricks.

For example, we can find the multiplication of 526 and 143 using the trick.

**Step 1:** Multiply 3 by the 526 unit digits.

3 × 6 = 18. Since 18 is a two-digit number, we write 1 in the tens place above 2 and 8 in the one’s place.

**Step 2:** Multiply 2×3 + 4×6 + Carried number that is1

We write 1 in the tens place and 3 in the hundreds place above 5. We obtain 2 × 3 + 4 × 6 + 1 = 31.

**Step 3: **Multiply 3×5 + 4×2 + 1×6 + Carried number which is 3 in this case

We write 2 in the hundreds place and 3 in the hundreds place above 5. We obtain 3 × 5 + 4 × 2 + 1 × 6 + 3 = 32.

**Step 4:** Multiply 4×5 + 1×2 + the carried number, or 3.

We write 5 in the thousands position and 2 above 5 in 4 × 5 + 1 × 2 + 3 = 25.

**Step5:** The final step is to multiply 1×5 + the carrying number, or 2.

We obtain 1 × 5 + 2 = 7, thus in the solution, put 7 before 5.

Our final solution is 526 × 143 = 75218.

### 4) Multiplication of Two Numbers in which one Number Contains only 9

When a number has all nines in it, the Vedic maths tricks can be employed. The steps used to solve this type of multiplication when the multiplier (number with nines) and the multiplicand have the same number of digits is given below.

**Step 1: One less than the multiplicand is the first component of the solution.**

**Step 2: The multiplicand’s complement makes up the second portion of the solution.**

Example: 47 x 99

Step 1: 47 – 1 = 46

Step 2: 100-47 = 53

so, the answer is 4653

### 5) Multiplication of 2-Digit Numbers by 11

We can find the multiplication of any two digit number by 11 by using the Vedic Maths tricks given below.

For example if we want to multiply 34 x 11

The trick is: 3(3+4)4 = 374

## Vedic Maths Division Tricks

We can find the value after the division of any large number by 5 through the following Vedic Maths trick.

**Step 1: Multiply the number by 2**

**Step 2: Put the decimal value after 1 digit from the right**

Example: 9763/5

Step 1: 9763 x 2 = 19,526

Step 2: 1952.6

hence, the solution is 1952.6

## Vedic Maths Subtraction Tricks

We can use the Vedic Maths tricks to subtract the number from multiples of 100, i.e., 10000 or 1000, or 100000, and so on. The trick here is to subtract each digit of the number (the number to be subtracted) from 9 except the unit digit, which must be subtracted by 10.

Example: 1000 – 476

So, 9-4 = 5

9 – 7 = 2

10 – 6 = 4

Hence, the answer will be 524

## Vedic Maths Tricks for Finding Square

Another most widely used area of Vedic Maths is to find the square of certain numbers. As finding the square of a number involves lots of calculation, we can employ the tricks provided in Vedic Maths for this purpose. Some of those tricks are discussed hereunder.

### 1) Square of Numbers with Unit Digit 5

The Vedic maths trick to find the square of a number who has 5 in its unit digit is summarized herein.

Step 1: Write 25 as the last two digit in the result

Step 2: multiply the tens digit with its immediate successor

Example: 65²

Step 1: 5×5= 25

Step 2: 6(6+1) = 42

hence, the result = 4225

### 2) Square of any Number

We can find the square of any number by using the Vedic maths trick given below.

**Step 1:** Choose a base that is near the starting number whose unit digit is 0.

**Step 2:** Determine the difference between the original number and the base in step two.

**Step 3:** Add the difference obtained and the actual number.

**Step 4:** Multiply the Step 3 outcome by the base chosen.

**Step 5:** Square the difference and add it with the outcome from the Step 4.

Example : 101²

Step 1: base = 100

Step 2: 101-100 = 1

Step 3: 101 + 1 = 102

Step 4: 102 x 100 = 10200

Step 5: 10200 + (1)²

hence, the final answer is 10201

## Vedic Maths Tricks PDF For Multiplication and Division

The Vedic Tricks is important not only from the board examination point of view but also for the competitive exams. These tricks can be used in highly competitive exams like SSC, Banking, JEE, NEET, etc. to solve time on calculations. These tricks can prove to be a game changer in the selection of aspirants. But one need to thoroughly revise these tricks.

By regular practice, candidates will be able to master these tricks. The regular practice will help aspirants in using this trick to solve complex calculations without using any pen and paper. For this, we have provided some of the best Vedic Maths tricks in the form of a pdf for students. The pdf file of these tricks will ease the process of timely revision.

**Download Vedic Maths Tricks PDF for Free**

## Vedic Maths Tricks Book PDF Free Download

Vedic Maths is very much helpful in Fast mathematical calculations. Here we provide a vedic maths tricks book PDF which is vey useful for students.

This book contains Vedic maths tricks for addition, multiplication, division, and subtraction. download this Vedic Maths Book by clicking on the link below.

## Vedic Maths Tricks Benefits for Fast Calculations

Using the Vedic Mathematics tricks is beneficial in many ways. Some of its benefits are discussed below.

**Vedic Maths Enhanced Memory:** One of the arithmetic methods found in Vedas is the application of memory-enhancing strategies. This is a result of the techniques’ requirement that the user quickly retain and recall knowledge. This can aid with memory enhancement, particularly while handling intricate computations.

**Vedic Maths helps in Better Problem-Solving abilities:** Using problem-solving methods is one of the Vedic math tricks’ ways to enhance problem-solving abilities. This is so that they may tackle the problem using the procedures, which call for both creative and logical thought on the part of the practitioner. This can enhance one’s ability to solve problems, particularly when handling intricate computations.

**Vedic Maths is for Quicker Calculations:** Compared to traditional math, calculations can be completed far more quickly when using Vedic math tips. This is due to the fact that Vedic math uses unique methods and algorithms that facilitate rapid computations. For professionals and students who need to swiftly answer difficult computations, this makes it perfect.

**Vedic Maths Enhanced Attention and Concentration:** Using mental arithmetic methods, the Vedic math tricks can assist in enhancing attention and concentration. This is a result of the techniques’ requirement that the practitioner focus more intently on the current issue. This can enhance focus and concentration, particularly while working with intricate computations.

**Vedic Maths Enhanced Mathematical Abilities:** Another aspect of Vedic math techniques is the application of mathematical abilities that can aid in enhancing mathematical abilities. This is so that the practitioner can fix the problem by applying strategies that necessitate in-depth thought and analysis. This can aid in the development of mathematical abilities, particularly when handling intricate computations. You can practice using the vedic math methods on tests by going over them with your math notes on a regular basis.

**Vedic Maths Enhanced Mental Agility:** Using mental agility techniques is another aspect of Vedic math tricks that can aid in enhancing mental agility. This is a result of the techniques’ requirement that the practitioner think swiftly and respond promptly. This can enhance mental dexterity, particularly when doing intricate computations.

**Vedic Maths Increased Flexibility:** Using flexibility techniques is one of the Vedic maths tricks that might aid increase flexibility. This is so that they can tackle the problem using the procedures, which call for flexibility and adaptability on the part of the practitioner. Flexibility can be enhanced in this way, particularly when handling intricate computations.