NUMBER CONVERSION

Number conversion
Binary conversion to other conversion

Binary to decimal

binary to hexa decimal


binary to octal


 decimal to other conversion


Decimal to binary
.

 decimal to hexa decimal


 decimal to octal


 octal to other conversion


 Octal to decimal 


 octal to binary


octal to hexa decimal


 hexa decimal to other conversion


 Hexa decimal to decimal


hexa decimal to binary


hexa decimal to octal

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BINARY ARTHMETIC

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Binary Arithmetic Binary arithmetic is used in digital systems mainly because the numbers (decimal and floating-point numbers) are stored in binary format in most computer systems. All arithmetic operations such as addition, subtraction, multiplication, and division are done in binary representation of numbers. It is necessary to understand the binary number representation to figure out binary arithmetic in digital computers.      * Binary Addition      * Binary Subtraction      * Binary Multiplication      * Binary Division Binary Addition:           It is a key for binary subtraction, multiplication, division. There are four rules of binary addition. fourth case, a binary addition is creating a sum of (1 + 1 = 10) i.e. 0 is written in the given column and a carry of 1 over to the next column. Example − Addition Binary Subtraction: Subtraction and Borrow, these two words will be u...
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canonical form

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Canonical Forms :          Two dual canonicali  of min terms " and a "product of max terms."             The term "Sum of Products" (SoP or SOP) is widely used for the  canonical form  that is a dis junction (OR) of min terms.               The  SOP  (Sum of Product) and   POS  (Product of Sum) arethe methods for deducing a particular logic function. ...                      The prior difference between the  SOP and POS  is that the  SOP contains the OR of the multiple product terms. Conversely,  POS produces a logical expression comprised of the AND of the multiple OR terms.        SOP Vs POS       CANONICAL FORMS OF SUM OF PRODUCT :  ...
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