We all require to do square for many calculations. The methods of Vedic Mathematics are very useful for fast calculations. Consider to calculate the square of 35, 55, 75, 95. In this post you will learn how to square trick of any number ending with 5.
Square Trick using Anthyok Model
This quick squre trick can be used for any number ending with 5. The method is very simple. You have to just use the Anthyok model of multiplication.
We all need to do multiplication many times. The methods of Vedic Mathematics are very useful for fast calculations. In this post you will learn how to multiply quickly using Anthyok Model of Vedic Math.
Multiplication using Anthyok Model
Consider multiplication like 59 x 51, 97 x 93, 87 x 83. In all these multiplication the digit at ten place of multiplicand and multiplier is same. and the sum of digits in unit place of multiplicand and multiplier is 10.
We all need to do multiplication many times. The method of Vedic Mathematics are very useful for fast calculations. In this post you will learn how to multiply quickly using Arambha Model of Vedic Math.
Multiplication using Arambha Model
Consider multiplication like 36 x 76, 42 x 62, 79 x 39, 45 x 65. In all these multiplication the unit digit of both the number is same and sum of digits in tens place of multiplicand and multiplier is 10.
Arambha Model for multiplication can be used if the sum of digits in tens place of multiplicand and multiplier is 10 and digits in the unit place of multiplicand and multiplier are same.
Video – Quick Multiplication Trick using Arambha Model
The method of multiplication using Aramha Model is very simple as given below. For better understanding let us consider example of 36 x 76 :-
Step-1: Multiply unit digit of both the number i.e. multiplicand and multiplier. Carry (if any) will not be forwarded. If the multiplication is in single digit add ‘0’ at tens place.
6 x 6 = 36 (no carry will be forwarded)
Step-2: Multiply number at tens place of both the number. Add the number at unit place in the sum.
3 x 7 = 21
21 + 6 = 27
Step-3: Note down the answer in upward direction from step-2 and step-1 i.e. 2736.
We all need to do multiplication many times. If you are preparing for any competitive exam, the trick for quick multiplication by 111 will be very useful for you to calculate quickly. Following is a simple method for quick multiplication by 111.
We all need to do multiplication many times. The trick of quick multiplication by 11 will be very beneficial for you, if you are preparing for any competitive exam. Read the post to learn how to quickly multiply a number by 11.