## 10 Cool Math Tricks To Amaze Your Friends

Want to impress your friend? Do you know Math can work like magic, except better? We have some simple Math tricks that can be used every day. It will seem as if you are reading minds of your friends and leave them surprised! Besides this, it will help you to simplify complicated Math calculation and…  Want to impress your friend? Do you know Math can work like magic, except better? We have some simple Math tricks that can be used every day. It will seem as if you are reading minds of your friends and leave them surprised! Besides this, it will help you to simplify complicated Math calculation and put an end to your Maths related fear with these magical mathematics tricks.

Do you wish to do faster and accurate multiplication, squaring and division in exam? Read our blog: 10 Vedic Maths Tricks For Rapid Calculations

Here is a collection of 10 Math tricks you can learn to trick your friends and make yourself fall in love with the subject of numbers.

Trick 1: The Answer for Anything Would be 37

• Step 1: Choose a three-digit number with the same digits. Let’s go with 333.
• Step 2: Add the digits together. So, 3 + 3 + 3 = 9.
• Step 3: Divide the original number with this sum. So, 333 / 9 = 37.
• Step 4: This works every single time. Trick 2: Amazing magic of number 1089!

• Step 1: Choose any number, like 537.
• Step 2: Now the digits require to be ordered in descending order, 753. This is your 1st number.
• Step 3: Replace or rearrange the same digits in the ascending order, 357. This is your 2nd number.
• Step 4: Subtract the 2nd from the 1st, which will give us the answer, 753 – 357 = 396.
• Step 5: Now change the order of digits of the answer to getting the number, 693.
• Step 6: Let’s add both the numbers, 396 + 693 = 1089! Trick 3: And the answer will always be 15

Yet another trick that makes you turn to the number 15 no matter what number you choose.

• Step 1: Think of a number, such as 279.
• Step 2: Multiply it by 3. So, 279 x 3 = 837.
• Step 3: Now add 45 to the answer. So, 837 + 45 = 882.
• Step 4: Multiply the answer by 2. So, 882 x 2 = 1764.
• Step 5: Divide this answer by 6. This will give you 1764 / 6 = 294.
• Step 7: That makes it 294 – 279 = 15. Surprising, right? Trick 4: Guess the age of your friend

• Step 1: Take the year your was born, let’s say 1985
• Step 2: Add 12 to the year.(1985 + 12 =1997)
• Step 3: Divide by 2.(1997/2 = 998.5)
• Step 4: Subtract 1000 from the answer in the step 3.(1000 – 998.5=2.5)
• Step 5: Multiply by the result with 10.(2.5 x 10 =25)
• Step 6: Add 9 to the result in step 5.(25+9=34). The result is the age of your Friend Trick 5: Adding 2-Digit Numbers at Extremely Fast Lightning Speed

By understanding the basic principles of tens & units places, you can add two-digit numbers literally in a snap.

• Step 1: Take 57 + 79.
• Step 2: Split the 2nd number into tens & units, making it 79 = 70 + 9.
• Step 3: End up the tens addition, which is 57 + 70 = 137.
• Step 4: Now must add the left units place digit, which is 137 + 9 = 146. That’s it; you’re done.

Trick 6: Predict the Number

• Step 1: Subtract one from the upper number. 22 – 1 = 21
• Step 2: Multiply it with three. (21 x 3 = 63)
• Step 3: Add 12 to this number. (63 + 12 = 75)
• Step 4: Divide it with three. (75 / 3 = 25)
• Step 5: Now add 5 to the above number. (25 + 5 – 30)
• Step 6: Finally, ask your, friend, to subtract the original number from the above sum.
• Step 7: The answer will always be 8. (30 – 22 = 8) Trick 7: Choose any number, your end product will only be 2!

• Step 1: Ask your friend to think of a number, let’s say 16
• Step 2: Multiply it with three. (16 x 3 = 48)
• Step 3: Add 6 to this number. (48 + 6 = 54)
• Step 4: Divide it with three. (54 / 3 = 18)
• Step 5: Subtract the number chosen in step 1 with step 4 (18–16= 2) The answer will always be 2. Trick 8: Shoe Math Magic

• Step 1: Multiply show size by 5, let’s say 5 is the show number. (5 x 5 =25)
• Step 2: Add 50 to the result obtained in step 1. (25+50 =75)
• Step 3: Multiply the number obtained in step 2 by 20. (75 x 20= 1500)
• Step 4: Now ADD 1019.(1500 + 1019 = 2519)
• Step 5: Subtract the year you were born with the above number. (2519 – 1985 =534)
• Step 6: Finally, the first digit of the number reflects the show size(534) and the last 2 digits show the age (534) Trick 9: 1, 2, 4, 5, 7, 8 Math Trick

• Step 1: Choose a number between 1 and 6.
• Step 2: Multiply the number by 9.
• Step 3: Multiply the result by 111.
• Step 4: Multiply the answer by 1001.
• Step 5: Divide the number by 7.
• Step 6: The answer will contains all the numbers 1, 2, 4, 5, 7, 8. For example, The number 6 yields the answer 714285.

Trick 10:  Six Digits Become Three

• Step 1: Take any three-digit number and write it twice to make a six digit number. Examples include 371371 or 552552.
• Step 2: Divide the number by 7.
• Step 3: Divide it by 11.
• Step 4: Divide it by 13. (The order in which you do the division is unimportant.) The answer is the three digit number. For example: 371371 gives you 371 or 552552 gives you 552. A related trick is to take any three-digit number. Multiply it by 7, 11, and 13.The result will be a six digit number that repeats the three-digit number. For example: 456 becomes 456456.

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## E-book of Vedic Math on Fast Calculation (PDF) E-book of Vedic Math on Fast Calculation | Virender Kumar mehta – Academia.edu

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## 5 Best Shortcut Techniques of Multiplication in Vedic Mathematics |

5 Best Shortcut Techniques of Multiplication in Vedic Mathematics | | mathlearners b?1:0};var ea=Array.prototype.filter?function(a,b,c){return Array.prototype.filter.call(a,b,c)}:function(a,b,c){for(var d=a.length,e=[],f=0,g=”string”==typeof a?a.split(“”):a,k=0;k 5 Best Shortcut Techniques of Multiplication in Vedic Mathematics | | mathlearners b?1:0};var ea=Array.prototype.filter?function(a,b,c){return Array.prototype.filter.call(a,b,c)}:function(a,b,c){for(var d=a.length,e=[],f=0,g=”string”==typeof a?a.split(“”):a,k=0;k2)+a.charCodeAt(e)&4294967295;return 0e)return””;a.M.sort(function(a,b){return a-b});d=null;c=””;for(var f=0;fb?c.length:b;return a.fa-a.S.length-b-a.I.length-1},ma=function(a,b,c,d,e){var f=[];ia(a,function(a,k){var l=oa(a,b,c,d,e);l&&f.push(k+”=”+l)});return f.join(b)},oa=function(a,b,c,d,e){if(null==a)return””;b=b||”&”;c=c||”,\$”;”string”==typeof c&&(c=c.split(“”));if(a instanceof Array){if(d=d||0,de?encodeURIComponent(ma(a,b,c,d,e+1)):”…”;return encodeURIComponent(String(a))};var ra=function(a,b,c,d){var e=pa;try{var f;b instanceof ka?f=b:(f=new ka,ia(b,function(a,b){var c=f,d=c.Ba++,e={};e[b]=a;e=[e];c.M.push(d);c.U[d]=e}));if((c?e.Ga:Math.random())parseFloat(ya)){xa=String(Aa);break a}}xa=ya} var Ba=xa,Ca={},Da=function(a){if(!Ca[a]){for(var b=0,c=ca(String(Ba)).split(“.”),d=ca(String(a)).split(“.”),e=Math.max(c.length,d.length),f=0;0==b&&fb&&(b+=a.length),a=0<=b&&be&&(e+=d.length);0<=e&&ethis.j.length;d++){e=b[d]; var f=c,g=this.b.document,k=sb(this.b,e,!1);!t(k)||ub(g,k)c||c>=b*d?null:a[c%d]};var bc=function(a){return 0>a||99a?”0″+a:””+a};var cc=function(a,b,c){this.W=a;this.va=c?c:new ab};cc.prototype.O=function(){return this.va||new ab};var dc=function(a){if(!t(a))return!1;for(var b=0;b Source

## Vedic Math | Origin

13th November 2020 Reading time: 3 minutes Introduction What is Vedic Math? Who invented Vedic Math? Vedic Mathematics is a collection of ancient tricks and techniques to execute arithmetic operations quickly and more efficiently. Vedic Math comes from the Vedas, more specifically the Atharva Veda. It was revived by Indian mathematician Jagadguru Shri Bharati Krishna… 13th November 2020

## Introduction

What is Vedic Math?

Who invented Vedic Math?

Vedic Mathematics is a collection of ancient tricks and techniques to execute arithmetic operations quickly and more efficiently. Vedic Math comes from the Vedas, more specifically the Atharva Veda. It was revived by Indian mathematician Jagadguru Shri Bharati Krishna Tirthaji between 1911 and 1918. He then published this work in a book called Vedic Mathematics in 1965. It comprises 16 sutras (formulae) and 13 sub sutras.

## History and Applications of Vedic Math – PDF

If you ever want to read it again as many times as you want, here is a downloadable PDF to explore more.

## What is the history of Vedic Math?

Bharati Krishna Tirtha was born in March 1884 in Puri Village, Orissa, a state in India. Apart from mathematics, he also excelled in Science, Humanities, and Sanskrit as a student. He was passionate about meditation and spiritualism. He claims to have gained knowledge of the Vedic Sutras while meditating in a forest near Singeri for eight years. According to Krishna Tirtha, he learned the sutras from the Vedas, like the Atharva Veda and the Rig Veda.  Hence the term ‘Vedic Mathematics’.

He wrote the initial 16 sutras in 1957. He planned to pen more down, but cataract developed in both eyes, and he passed away in 1960. Source: vedicmaths.org

## Applications of Vedic Math

Vedic Math is an ancient technique that simplifies multiplication, divisibility, complex numbers, squaring, cubing, square roots, cube roots, recurring decimals, and auxiliary fractions.

Vedic Maths has the following benefits:

• Makes elementary calculation 10-15 times faster
• Helps in accurate guessing
• Useful for all classes
• Reduces burden (need to learn tables up to 9 only)
• A magical tool to reduce finger counting and rough work
• Increases concentration
• Helps in reducing silly mistakes

## Why should you know Vedic Math?

Vedic maths provides answers in one line, as opposed to the several steps of traditional mathematics. There are six Vedanganas. The Jyotish Shastra is one of the six. Vedic Math forms part of this Jyotish Shastra. Vedic maths consists of 3 segments or ‘skandas’ (branches). The beauty of Vedic Math lies in its simplicity; all calculations can be done on pen and paper. The approach to solve problems stimulates and sharpens the mind, memory, and focus. It improves creativity and promotes innovation.

### Easy to Understand

Vedic Maths is elementary and can be comprehended easily. Once a student begins to understand the basic concepts, they can get creative with their approach. Consequently, their understanding improves. It is flexible and applies to students of all ages. Using Vedic Math in competitive exams may give students an edge over the others.

Also learn: ## Summary

Vedic mathematics is a gift of Krishna Tirtha; it is a collection of invaluable techniques that can profoundly improve our speed, understanding, and performance in mathematics and other sciences. Vedic Maths is not getting its due importance; it is a fantastic method. Vedic Math is a great technique to master calculations, being more efficient and accurate.

Practicing vedic math for 30 to 45 minutes a day will do wonders for anyone looking to better their abilities. Enhance your mental calculation.

Cuemath, a student-friendly mathematics and coding platform for academics and skill-development, and their Mental Math App, on both iOS and Android, is a one-stop solution for kids to develop multiple skills. Understand the Cuemath Fee structure and sign up for a free trial.

## Why is it called Vedic Maths?

The word Vedic is a derivative of Vedas. The Vedas are the inspiration for Vedic mathematics. ‘Ved’ means sacred knowledge.

## How many levels is Vedic Math divided into?

There are four levels of Vedic Math. It is broadly divided into Junior and Senior, which are both divided further into two parts.

## What is the right age to learn Vedic Math?

The right age to begin learning Vedic Math is around class 4 or 5.

## Which is better Vedic Maths or Abacus?

• Vedic mathematics is an ancient Indian technique, on the other hand, Abacus was practiced in China and Europe.

• Vedic math can be done mentally, but for abacus, one needs a kit.

• Abacus only covers addition, subtraction, multiplication, and division. Vedic Math applies to modern mathematics as well.

• A student should start learning abacus from a young age, but Vedic Math has no such compulsion.

• In competitive exams where no calculator is allowed, Vedic Math will make a difference. ## External References

Wikipedia.org – Vedic Mathematics