What is the 32-bit Hexadecimal equivalent of the IP address 223.1.3.27?
32-bit IP addressing is the IP address scheme used in Internet Protocol 4.
To convert into hexadecimal equivalent, convert each section of 8 bits of data into hexadecimal and then join together, where every 2 characters (padded if required) will determine each section.
Process of conversion of decimal to hexadecimal - Repeatedly divide the number by 16 until it becomes zero and then take the remainder in opposite direction in a sequence.
Note - if remainder is greater than 9, map it to letters from a to f (a = 10, b = 11, ....)
For 223,
| Operation | Quotient | Remainder |
| 223 / 16 | 13 | 15 ( f ) |
| 13 / 16 | 0 | 13 ( d ) |
(223)10 = (df)16
For 1,
1 / 16 = 0, 1
(1)10 = (1)16
For 3,
3 / 16 = 0, 3
(3)10 = (3)16
For 27,
| Operation | Quotient | Remainder |
| 27 / 16 | 1 | 11 ( b ) |
| 1 / 16 | 0 | 1 |
(27)10 = (1b)16
Combining all the conversions -
Hex equivalent = df.1.3.1b
Removing dots and padding for 2 symbols each,
Hex equivalent = df01031b
What is the 32-bit Hexadecimal equivalent of the IP address 223.1.3.27?
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using the information given below
. what is the ip address , subnet mask , default gateway?
** corrections
# of bits in subnet for A
:6
# of bits in submet for B:
3
PC-A
R1 G0/0
R GO/1
S1
PC-B ?
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