Convert the decimal number 2001 into hexadecimal.

Convert the decimal number 2001 into hexadecimal.

• A. 0x7D0
• B. 0x7D1
• C. 0x7D2
• D. 0x7D3

Answer: (B)

To convert the decimal number 2001 into hexadecimal, you start by dividing the number by 16 and keeping track of the remainders. The hexadecimal number system is base 16, which means that it uses digits from 0 to 9 and letters from A to F to represent values ten to fifteen. 1. Begin with 2001. Divide by 16: - 2001 divided by 16 gives you 125, with a remainder of 1. 2. Next, take the quotient (125) and divide it by 16 again: - 125 divided by 16 gives you 7, with a remainder of 13. In hexadecimal, 13 is represented by the letter D. 3. Finally, take the quotient (7) and divide it by 16: - 7 divided by 16 gives you 0, with a remainder of 7. Now, we compile the hexadecimal values based on the order of remainders obtained from each step: - The last remainder obtained is the most significant digit, while the first remainder is the least significant digit. Thus, we get 7 (from the last division), D (from the second), and 1 (from

To convert the decimal number 2001 into hexadecimal, you start by dividing the number by 16 and keeping track of the remainders. The hexadecimal number system is base 16, which means that it uses digits from 0 to 9 and letters from A to F to represent values ten to fifteen.

1. Begin with 2001. Divide by 16:

• 2001 divided by 16 gives you 125, with a remainder of 1.

2. Next, take the quotient (125) and divide it by 16 again:

• 125 divided by 16 gives you 7, with a remainder of 13. In hexadecimal, 13 is represented by the letter D.

3. Finally, take the quotient (7) and divide it by 16:

• 7 divided by 16 gives you 0, with a remainder of 7.

Now, we compile the hexadecimal values based on the order of remainders obtained from each step:

• The last remainder obtained is the most significant digit, while the first remainder is the least significant digit. Thus, we get 7 (from the last division), D (from the second), and 1 (from