![]() Read the remainders from the most significant to the least - from bottom to top: 109D. Since 15 equals F in the hexadecimal numerals, (501) 10 = (1F5) 16 Decimal to Hex Conversion ExamplesĠ.8125 * 16 = 13 (Remainder 13, equivalent to D in hexadecimal) Step 7: The remainders written from below to top give you the hex values 1, 15 and 5. Step 5: Divide the integer part of the last quotient by 16. Step 3: Divide 31 (the part of the quotient that is before the decimal point) by 16. So the first remainder (and the least significant digit in hex) is 5. Step 2: To calculate the remainder, you need to multiply the part after the decimal point by 16. Step 1: As 501 is greater than 16, divide by 16. Now, let’s apply these steps to, for example, the decimal number (501) 10 Therefore, when you write the remainders in reverse order - starting at the bottom with the most significant digit and going to the top- you will reach the hex value of the given decimal number. Step 7: The last remainder you get will be the most significant digit of your hex value while the first remainder from Step 3 is the least significant digit.Step 6: When the last decimal digit is less than 16, the quotient will be less than 0 and the remainder will be the digit itself.Step 5: Continue this process of dividing by 16 and noting the remainders until the last decimal digit you are left with is less than 16.Step 4: Divide the part before the decimal point of your quotient by 16 again. ![]()
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