Divide करने की सबसे शानदार Trick | 5 sec Division Tricks | Vedic Maths

lets derive
lets derive
804.8 هزار بار بازدید - 2 سال پیش - Vedic Maths Tricks are the
Vedic Maths Tricks are the best and most effective tricks to perform calculations within seconds. Division by big numbers is a major problem faced by students here you will find vedic maths tricks for division. Vedic math is an awesome technique for solving arithmetic problems in quicker and simpler way. The cool thing about this technic is that every math checks out. Whether you want to painlessly split a check, to amaze your friends, or to learn a different way to quickly divide numbers, this easy method can be learned within no time

Finding the division of 3 or more digit number when the divisor is 9.
1)Let us solve example on  3 digit number
Let us consider the number 102÷9
                                   102÷9
STEP 1:
Splits the digit 102 into 2 parts as a divisor has only one digit as 2 goes in                                remainder part and rest all digits will goes in Quotient part i.e.
Q       R
1 0 ǀ  2

STEP 2:
To find the 1st digit of a quotient put 1 as it is i.e.
Q       R
1 0 ǀ  2

1
STEP 3:
i)To find the 2nd digit of a quotient ,add quotient and divident  digit i.e.                                         (1+0=1)
ii)To find the remainder ,add remainder and quotient i.e.(2+1=3) i.e.
Q        R
1 0 ǀ  2

1 1 ǀ  3
Answer  
Quotient     = 11
Remainder =   3

2) Let us solve examples of 4 digit number
    Let us consider the 1232÷9
                                    1232÷9
STEP 1:
Split the digit 1232 into 2 parts as a divisor has only one digit as 2 goes in                                 remainder part and rest all digits will goes in Quotient part i.e.
Q          R
123 ǀ 2
STEP 2:
Q           R
123 ǀ  2

1
STEP 3:
i)To find the 2nd digit of a quotient add quotient and the divident i.e.(1+2=3) ,                      ii) To  find the  3rd digit of a quotient add 2nd digit of quotient with the divident                        digit i.e. (3+3=6)
iii)To find the remainder add 3rd digit of quotient with  remainder i.e. (6+2=8) i.e.
Q            R
1 2 3  ǀ     2

1 3  6  ǀ    8    
Answer :
Quotient = 136
Remainder=8


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