Question

Consider the unsigned decimal number 35. What is the value in hexadecimal? 3510 = _______ 16

Answer 1

Answer:

$(35_{10}) = (23)_{16}$

Explanation:

The Hexa-decimal numbers have base 16 and includes numbers:

0, 1, 2, 3, 4, 5, 6, 7, 8, 9, A, B, C, D, E and F

The given steps are performed to convert a decimal number to hexa-decimal number, here to convert decimal number 35 to hexa-decimal number:

• Divide 35 by 16
• Note the remainder, r which is 3 here and quotient which is 2
• Again divide 2 (quotient) by 16 and note the remainder, r' which is 2 and quotient is 0
• We will stop here as the quotient is now 0. Usually division by 16 is repeated until we get quotient = 0
• Now arrange the remainder in reverse order to get the hexa-decimal number as r'r
• The hexa-decimal number is $(23)_{16}$