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Binary Multiplication Example ( Enter your problem )
( Enter your problem )
  1. Addition
  2. Subtraction
  3. Multiplication
  4. Division
 		Other related methods
  1. Addition, Subtraction, Multiplication, Division of two Decimal numbers
  2. Addition, Subtraction, Multiplication, Division of two Binary numbers
  3. Addition, Subtraction, Multiplication, Division of two Octal numbers
  4. Addition, Subtraction, Multiplication, Division of two Hexadecimal numbers
  5. Addition, Subtraction, Multiplication, Division of two any base numbers
2. Subtraction
(Previous example)		4. Division
(Next example)

3. Binary Multiplication


1. Find multiplication of `(1010)_2` and `(11)_2`

Solution:

1010
×11
1010
10100
11110

Hints : (Move mouse over the steps for detail calculation highlight)
Step-1 : `1010×1=?`
`1. 1×0=0.``:.` put down `0`
`2. 1×1=1.``:.` put down `1`
`3. 1×0=0.``:.` put down `0`
`4. 1×1=1.``:.` put down `1`		Step-2 : `1010×1=?`
`1. 1×0=0.``:.` put down `0`
`2. 1×1=1.``:.` put down `1`
`3. 1×0=0.``:.` put down `0`
`4. 1×1=1.``:.` put down `1`


Answer = 11110
2. Find multiplication of `(10001)_2` and `(101)_2`

Solution:

10001
×101
10001
1000100
1010101

Hints : (Move mouse over the steps for detail calculation highlight)
Step-1 : `10001×1=?`
`1. 1×1=1.``:.` put down `1`
`2. 1×0=0.``:.` put down `0`
`3. 1×0=0.``:.` put down `0`
`4. 1×0=0.``:.` put down `0`
`5. 1×1=1.``:.` put down `1`		Step-2 : `10001×0=?`
`1. 0×1=0.``:.` put down `0`
`2. 0×0=0.``:.` put down `0`
`3. 0×0=0.``:.` put down `0`
`4. 0×0=0.``:.` put down `0`
`5. 0×1=0.``:.` put down `0`
Step-3 : `10001×1=?`
`1. 1×1=1.``:.` put down `1`
`2. 1×0=0.``:.` put down `0`
`3. 1×0=0.``:.` put down `0`
`4. 1×0=0.``:.` put down `0`
`5. 1×1=1.``:.` put down `1`


Answer = 1010101
3. Find multiplication of `(10101)_2` and `(1011)_2`

Solution:

10101
×1011
10101
101010
10101000
11100111

Hints : (Move mouse over the steps for detail calculation highlight)
Step-1 : `10101×1=?`
`1. 1×1=1.``:.` put down `1`
`2. 1×0=0.``:.` put down `0`
`3. 1×1=1.``:.` put down `1`
`4. 1×0=0.``:.` put down `0`
`5. 1×1=1.``:.` put down `1`		Step-2 : `10101×1=?`
`1. 1×1=1.``:.` put down `1`
`2. 1×0=0.``:.` put down `0`
`3. 1×1=1.``:.` put down `1`
`4. 1×0=0.``:.` put down `0`
`5. 1×1=1.``:.` put down `1`
Step-3 : `10101×0=?`
`1. 0×1=0.``:.` put down `0`
`2. 0×0=0.``:.` put down `0`
`3. 0×1=0.``:.` put down `0`
`4. 0×0=0.``:.` put down `0`
`5. 0×1=0.``:.` put down `0`		Step-4 : `10101×1=?`
`1. 1×1=1.``:.` put down `1`
`2. 1×0=0.``:.` put down `0`
`3. 1×1=1.``:.` put down `1`
`4. 1×0=0.``:.` put down `0`
`5. 1×1=1.``:.` put down `1`


Answer = 11100111

This material is intended as a summary. Use your textbook for detail explanation.
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2. Subtraction
(Previous example)		4. Division
(Next example)


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