The decimal equivalent of the binary number (1011.011)2 is _Įxplanation: Binary to Decimal conversion is obtained by multiplying 2 to the power of base index along with the value at that index position.ġ * 23 + 0 * 22 + 1 * 21 +1*20 + 0 * 2-1 +1 * 2-2 + 1 * 2-3 = (11.375)10Ħ. The representation of octal number (532.2)8 in decimal is _Įxplanation: Octal to Decimal conversion is obtained by multiplying 8 to the power of base index along with the value at that index position. However, if it’s an integer, then it’s binary equivalent is determined by dividing the number by 2 and collecting the remainders.Ĥ. If the decimal number is a fraction then its binary equivalent is obtained by _ the number continuously by 2.Įxplanation: On multiplying the decimal number continuously by 2, the binary equivalent is obtained by the collection of the integer part. It is “word” that is said to be a collection of 16-bits on most of the systems.ģ. Nibble is a combination of four bits and Byte is a combination of 8 bits.
The parameter through which 16 distinct values can be represented is known as _Įxplanation: It can be represented up to 16 different values with the help of a Word. If it’s 1, then ít’s negative, else if it’s 0, then positive.Ģ. Any signed negative binary number is recognised by its _Įxplanation: Any negative number is recognized by its MSB (Most Significant Bit).