De ansient on Binary addition subtraction and multipation in holiday hometas
11010 01011 0011111*01001 (1) 101010 011011 000111•110011
100-0013 (3)101010111 (0)10111-01010
0111000111
11X110 110110 1101 ()10111x101 01101 x 111
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palak4488:
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Addition of Binary:
- 11010 + 010111 = 0110001
- 11111 + 01001 = 0101000
- 101010 + 011011 = 01000101
- 000111 + 110011 = 0111010
Subtraction of Binary:
- 11100 - 0011 = 011001
- 10101 - 0111 = 01110
- 10111 - 01010 = 01101
- 01110 - 00111 = 0111
Multiplication of Binary:
- 1111 x 110 = 01011010
- 10110 x 1101 = 0100011110
- 10111 x 101 = 01110011
- 01101 x 111 = 01011011
Explanation:
Addition:
- binary addition is also type of decimal addition,but carry forwards will change that's it
- in decimal addition if you add 8 + 2 you get 10 then 0 will be placed and 1 will be carry forwarded
- same happens in binary addition but for 1 + 1 then 1 will be carry forwarded by placing 0 in the value
RULES IN BINARY ADDITION:
- 0 + 0 = 0
- 0 + 1 = 1
- 1 + 0 = 1
- 1 + 1 = 10 (1 is carry forwarded )
- for example you are adding 2 binary number 10 + 11 so from last 0 + 1 we get no carry i.e, is 0
- after we add 1 + 1 then we get 10 then the answer for 10 + 11 in binary is 101
- in decimal 10 is 2 and 11 is 3 and 101 is 5 so it will not change the way
Subtraction:
Rules of Binary Subtraction
- 0 - 0 = 0
- 1 - 0 = 1
- 1 - 1 = 0
- 0 - 1 = 1 with a borrow of 1
- for example if you want to subtract 2 binary numbers 11 and 10
- from last 1 - 0 that is 1 and 1 - 1 that is 0 so the answer will be 11 - 10 = 01
- in decimals 11 is 3 and 10 is 2 so but subtracting them both we get 01 which is 1
Multiplication:
Rules of Binary multiplication:
- 0 x 0 = 0
- 0 x 1 (or) 1 x 0 = 0
- 1 x 1 = 1
- for example take 2 binary number 10 and 11 and start multiplying same method we use in decimals
- multiply 0 x 1 and 1 x 1 the first part we have is 01
- and second part again 1 x 0 and 1 x 1 we have same output 01
- those 2 are added in the way of same decimal method the answer will be 101
- 10 is 2 in decimal 11 is 3 in decimal by multiplication we get 101 which is 5
---Hope this will help you solve your holiday home work mark brainliest if you like my answer... :)
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