VEDIC MATHEMATICS

   VEDIC MATHS                             By OMKAR TENDOLKA R Hello friends,                       This is  post number 62 from the series of "Vedic maths" blogs. Here in this blog we will learn about   " Concept of  Posi tive  Osculator " Concept of Osculator : The concept of ‘ Osculator ’ is useful to check the divisibility of a given  number by divisors ending with 9 or 1 or a multiple there of. An osculator is a number defined for any number ending in 9 or 1 and is  obtained from the number by a simple mechanism described in this chapter. The use of osculators would be severely limited if only these two categories  of numbers viz. ending with 9 or 1 were considered. Interestingly, numbers  ending with 3 and 7 can also converted to numbers ending with 1 or 9 by a  suitable multiplication. The same techniques can be used for all such numbers  too. Osculators are categorized into two main types viz. positive and negative  depending on whether the number ends wi

  VEDIC MATHS                             By OMKAR TENDOLKA R Hello friends,                       This is  post number 61 from the series of "Vedic maths" blogs. Here in this blog we will learn about   " Finding Squares of 4-digit number  by the Duplex method " Vedic maths provides a powerful method to compute the square of any number of any length with ease and get the answer in one line. It uses the concept of ‘ dwandwa ’ or  duplex  which is explained in this blog. The Duplex As the name suggests, duplex simply means dual or something relating to two.  We will be using this concept effectively to find out the squares of different  numbers. The role of the duplex is to find the squares of numbers. We will define a term called ‘ dwandwa ’ or  duplex  denoted by ‘ D ’. Reference: We had already learn about " Duplex Method " in our previous blog. If you have missed my last blog then please visit   " VEDIC MATHS-58 ". We had already learn about &q

  VEDIC MATHS                             By OMKAR TENDOLKA R Hello friends,                       This is  post number 60 from the series of "Vedic maths" blogs. Here in this blog we will learn about   " Finding Squares of 3-digit number  by the Duplex method " Vedic maths provides a powerful method to compute the square of any number of any length with ease and get the answer in one line. It uses the concept of ‘ dwandwa ’ or  duplex  which is explained in this blog. The Duplex As the name suggests, duplex simply means dual or something relating to two.  We will be using this concept effectively to find out the squares of different  numbers. The role of the duplex is to find the squares of numbers. We will define a term called ‘ dwandwa ’ or  duplex  denoted by ‘ D ’. Reference: We had already learn about " Duplex Method " in our previous blog. If you have missed my last blog then please visit   " VEDIC MATHS-58 ". We had already learn about &q

  VEDIC MATHS                             By OMKAR TENDOLKA R Hello friends,                       This is  post number 59 from the series of "Vedic maths" blogs. Here in this blog we will learn about   " Finding Squares of 2-digit number  by the Duplex method " Vedic maths provides a powerful method to compute the square of any number of any length with ease and get the answer in one line. It uses the concept of ‘ dwandwa ’ or  duplex  which is explained in this blog. The Duplex As the name suggests, duplex simply means dual or something relating to two.  We will be using this concept effectively to find out the squares of different  numbers. The role of the duplex is to find the squares of numbers. We will define a term called ‘ dwandwa ’ or  duplex  denoted by ‘ D ’. Reference: We had already learn about " Duplex Method " in our previous blog. If you have missed my last blog then please visit   " VEDIC MATHS-58 ". Squaring by the Duplex method

VEDIC MATHS                             By OMKAR TENDOLKA R Hello friends,                       This is  post number 58 from the series of "Vedic maths" blogs. Here in this blog we will learn about   " Duplex method " Vedic maths provides a powerful method to compute the square of any number of any length with ease and get the answer in one line. It uses the concept of ‘ dwandwa ’ or duplex which is explained in this blog. The Duplex As the name suggests, duplex simply means dual or something relating to two.  We will be using this concept effectively to find out the squares of different  numbers. The role of the duplex is to find the squares of numbers. We will define a term called ‘ dwandwa ’ or duplex denoted by ‘ D ’. 1. Duplex of a single digit is defined as D(a) = (a)^2 D(4) = (4)^2 = 16, D(5) = (5)^2 = 25 etc. 2. Duplex of two digits is defined as D(ab) = 2(a*b) D(37) = 2(3*7) = 42 D(41) = 2(4*1) = 8 D(20) = 0 3. Duplex of 3 digits is defined as D(abc) = 2

VEDIC MATHS                             By OMKAR TENDOLKA R Hello friends,                       This is  post number 57 from the series of "Vedic maths" blogs. Here in this blog we will learn about   " Application of vinculum  Square and cube " The technique of  vinculum  is very powerful and provides us with a method  to convert digits in a number which are greater than 5, to digits less than 5.  After  the conversion, all arithmetic operations are carried out using the converted  number, which make the operation very simple and fast. It is not necessary to convert all the digits but a judicious conversion of  certain digits ( above 5 ) can decrease the computation effort considerably.  VINCULUM NUMBER : The numbers which by presentation contains both positive and  negative digits are called  vinculum numbers. We will begin by seeing the method to convert any given number to its  vinculum  equivalent and back to its original value. You may ask your any query or do

  VEDIC MATHS                             By OMKAR TENDOLKA R Hello friends,                       This is  post number 56 from the series of "Vedic maths" blogs. Here in this blog we will learn about   " Application of vinculum  multiplication and Division " The technique of  vinculum  is very powerful and provides us with a method  to convert digits in a number which are greater than 5, to digits less than 5.  After  the conversion, all arithmetic operations are carried out using the converted  number, which make the operation very simple and fast. It is not necessary to convert all the digits but a judicious conversion of  certain digits ( above 5 ) can decrease the computation effort considerably.  VINCULUM NUMBER : The numbers which by presentation contains both positive and  negative digits are called  vinculum numbers. We will begin by seeing the method to convert any given number to its  vinculum  equivalent and back to its original value. You may ask your a

VEDIC MATHS                             By OMKAR TENDOLKA R Hello friends,                       This is  post number 55 from the series of "Vedic maths" blogs. Here in this blog we will learn about   " Application of vinculum multiple addition and subtraction " The technique of  vinculum  is very powerful and provides us with a method  to convert digits in a number which are greater than 5, to digits less than 5.  After  the conversion, all arithmetic operations are carried out using the converted  number, which make the operation very simple and fast. It is not necessary to convert all the digits but a judicious conversion of  certain digits ( above 5 ) can decrease the computation effort considerably.  VINCULUM NUMBER : The numbers which by presentation contains both positive and  negative digits are called  vinculum numbers. We will begin by seeing the method to convert any given number to its  vinculum  equivalent and back to its original value. You may ask you