Category : 2nd Class
In this method, we breaks down a division problem into a series of easy steps.
![]()
Divide
by
.
Solution:
Step 1: To divide
by
by short division method we write
as ![]()
Step 2: Then recite
table till you come to
i.e.
.
Therefore,
Or,
. The answer is
.
![]()
Divide
by
.
Step 1: To divide
by
by short division method we write
as ![]()
Step 2: Then recite 8 table till you come to
i.e.
Therefore,
Or
.The answer is
.
Division by 10
If the divisor is
then the digit at the one's place is the remainder (R) and the number ormed by the remaining digits of the dividend will be the quotient (Q.). For example.
Quotient
and Remainder![]()
Quotient
and Remainder
Division by 100
If the divisor is 100 then the number formed by the last two digits of the dividend will be the remainder (R) and the number formed by the remaining digits of the dividend will be the quotient (Q). For example.
Quotient
and Remainder![]()
Quotient
and Remainder
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