- ( / ) .03125 - ( / ) .015625 - ( / ) .0078125 Step : To get final answer write the integral part (after conversion), followed by a decimal point(.) and the answer arrived at Step . Example Convert the given Binary number ( . ) into its decimal equivalent Integer part ( ) = (Refer table . ) - - - .
Convert the given Binary number into its equivalent Decimal, Octal and Hexadecimal number. ) 101110101 ) 1011010 ) 101011111 . . .
Octal to Decimal Conversion To convert Octal to Decimal, we can use positional notation method. . Write down the Octal digits and list the powers of from right to left(Positional Notation) . For each positional notation of the digit write the equivalent weight.
. Multiply each digit with its corresponding weight . Add all the values Example Convert ( ) to equivalent Decimal number Weight Positional Notation Given number ( ) = × + × + × + × = + + + ( ) = ( ) . .
Octal to Binary Conversion For each Octal digit in the given number write its digits binary equivalent using positional notation. Example Convert ( ) to equivalent Binary number ( ) =(110010001011) Workshop . Convert the following Octal numbers into Binary numbers. (A) (B) (C) (D) (E) Chapter Page - - .
. Hexadecimal to Decimal Conversion To convert Hexadecimal to Decimal we can use positional notation method. . Write down the Hexadecimal digits and list the powers of from right to left(Positional Notation) .
For each positional notation