is greater than the remaining total. Therefore, set the ’s bit to . d) is greater than the remaining total. Therefore, set the ’s bit to .
e) is greater than the remaining total. Therefore, set the ’s bit to . f) is greater than the remaining total. Therefore, set the ’s bit to .
g) is greater than the remaining total. Therefore, set the ’s bit to . h) As the remaining value is equivalent to ’s bit, set it to . - = Conversion is complete = (1000001) Example The conversion steps can be given as follows: Given Number : Equivalent or value less than power of is : ( ) - = ( ) - = Power’s of Binary Number = (1000001) .
. Decimal to Octal Conversion To convert Decimal to Octal, “ Repeated Division by ” method can be used. The method is the same we have learnt in . .
, but in this method, we have to divide the given number by . Example Convert ( ) into its equivalent Octal number - - LSB MSB ( ) = ( ) . . Decimal to Hexadecimal Conversion To convert Decimal to Hexadecimal, “ Repeated division by ” method can be used.
The method is the same as we have learnt in . . , but in this method, we have to divide the given number by . Example Convert ( ) into its equivalent hexadecimal number.
- LSB MSB ( ) = (1F) (Refer Table . F= ) Chapter Page . . Conversion of fractional Decimal to Binary The method of repeated multiplication by has to be used to convert such kind of decimal fractions.
The steps involved in the method of repeated multiplication by : Step : Multiply the decimal fraction by and note the integer part.