Convert the decimal number 620 into hexadecimal.

Convert the decimal number 620 into hexadecimal.

• A. 0x26B
• B. 0x26C
• C. 0x26D
• D. 0x271

Answer: (B)

To convert the decimal number 620 to hexadecimal, you begin by finding the largest power of 16 that fits into 620. The powers of 16 are 1 (16^0), 16 (16^1), 256 (16^2), and so forth. 1. **Identify the largest power of 16**: The largest power of 16 that is less than or equal to 620 is 256 (which is 16^2). 2. **Determine how many times 256 fits into 620**: - 620 ÷ 256 = 2 (the whole number part). - 2 times 256 is 512. - Subtract 512 from 620, which gives us 108 (620 - 512 = 108). 3. **Next, move to the next power of 16, which is 16 (16^1)**: - 108 ÷ 16 = 6 (the whole number part). - 6 times 16 is 96. - Subtract 96 from 108, resulting in 12 (108 - 96 = 12). 4. **Now, find the number

To convert the decimal number 620 to hexadecimal, you begin by finding the largest power of 16 that fits into 620. The powers of 16 are 1 (16^0), 16 (16^1), 256 (16^2), and so forth.

1. Identify the largest power of 16: The largest power of 16 that is less than or equal to 620 is 256 (which is 16^2).

2. Determine how many times 256 fits into 620:

• 620 ÷ 256 = 2 (the whole number part).

• 2 times 256 is 512.

• Subtract 512 from 620, which gives us 108 (620 - 512 = 108).

3. Next, move to the next power of 16, which is 16 (16^1):

• 108 ÷ 16 = 6 (the whole number part).

• 6 times 16 is 96.

• Subtract 96 from 108, resulting in 12 (108 - 96 = 12).

4. **Now, find the number