Unit 1
Number Systems, Binary Arithmetic,Fixed-point and Floating point representation of numbers,BCD Codes, Error detecting and correcting codes, Character Representation – ASCII, EBCDIC, Unicode
CONVERT BINARY NUMBER TO DECIMAL
STEP 1
EXPRESS THE BINARY NUMBER IN THE FORM OF SUM OF PRODUCTS OF PLACE VALUE AND FACE VALUE OF
BINARY DIGIT
Q. CONVERT (1110.101)2 TO DECIMAL NUMBER
1 X 23 + 1 X 22 + 1 X 21 + 0 X 20 + 1 X 2-1 + 0 X 2-2 + 1 X 2-3
1 X 8 + 1 X 4 + 1 X 2 + 0 X 1 + ( 1 / 2 ) + 0 X ( 1 / 4 ) + 1 X ( 1 / 8 )
8 + 4 + 2 + 0 + 1 X 0.5 + 0 X 0.25 + 1 X 0.125
14.875
ANSWER=(14.875)10
Convert DECIMAL Number to OCTAL
Learn More →
Learn More →
Convert DECIMAL Number to HEXA DECIMAL
Learn More →
Learn More →
Convert BINARY Number to DECIMAL
Learn More →
Learn More →
Conversion of BINARY number into OCTAL number
Learn More →
Learn More →
Conversion of OCTAL number into BINARY number
Learn More →
Learn More →
Conversion of BINARY number into HEXADECIMAL number
Learn More →
Learn More →
Conversion of HEXADECIMAL number into BINARY number
Learn More →
Learn More →
Convert OCTAL Number to HEXA DECIMAL
Learn More →
Learn More →
LINKS
Number Systems | Binary Arithmetic | Fixed-point and Floating point representation of numbers | BCD Codes | Error detecting and correcting codes | Character Representation – ASCII, EBCDIC, Unicode
ALL LINKS HARE
UNIT 1 ALL LINKS HARE Click me
UNIT 2 ALL LINKS HARE Click me
UNIT 3 ALL LINKS HARE Click me
UNIT 4 ALL LINKS HARE Click me
UNIT 5 ALL LINKS HARE Click me
UNIT 6 ALL LINKS HARE Click me
UNIT 7 ALL LINKS HARE Click me
UNIT 8 ALL LINKS HARE Click me
No comments