There s another conversion that might rear its ugly head on your Cisco exam, though, and that involves hexadecimal numbering.
Newcomers to hexadecimal numbering are often confused as to how a letter of the alphabet can possibly represent a number. Worse, they may be intimidated after all, there must be some incredibly complicated formula involved with representing the decimal 11 with the letter b , right?
Wrong.
The numbering system we use every day, decimal, concerns itself with units of ten. Although we rarely stop to think of it this way, if you read a decimal number from right to left, the number indicates how many units of one, ten, and one hundred we have. That is, the number 15 is five units of one and one unit of ten. The number 289 is nine units of one, eight units of ten, and two units of one hundred. Simple enough!
Hex numbers are read much the same way, except the units here are units of 16. The number 15 in hex is read as having five units of one and one unit of sixteen. The number 289 in hex is nine units of one, eight units of sixteen, and two units of 256 (16 x 16).
Since hex uses units of sixteen, how can we possibly represent a value of 10, 11, 12, 13, 14, or 15? We do so with letters. The decimal 10 is represented in hex with the letter a ; the decimal 11 with b ; the decimal 12 with c , 13 with d , 14 with e , and finally, 15 with f . (CCNA candidates will remember that a MAC address of ffff.ffff.ffff is a Layer 2 broadcast.)
Practice Your Conversions For Exam Success
Now that you know where the letters fall into place in the hexadecimal numbering world, you ll have little trouble converting hex to decimal and decimal to hex if you practice.
How would you convert the decimal 27 to hex? You can see that there is one unit of 16 in this decimal; that leaves 11 units of one. This is represented in hex with 1b one unit of sixteen, 11 units of one.
Converting the decimal 322 to hex is no problem. There is one unit of 256; that leaves 66. There are four units of 16 in 66; that leaves 2, or two units of one. The hex equivalent of the decimal 322 is the hex figure 142 one unit of 256, four units of 32, and 2 units of 2.
Hex-to-decimal conversions are even simpler. Given the hex number 144, what is the decimal equivalent? We have one unit of 256, four units of 16, and four units of 4. This gives us the decimal figure 324.
What about the hex figure c2? We now know that the letter c represents the decimal number 12 . This means we have 12 units of 16, and two units of 2. This gives us the decimal figure 194.
Tips For Exam Day
Practice your binary and hexadecimal conversions over and over again before you take your CCNA exams. Binary math questions come in many different forms; make sure you have practiced all of them before exam day. The number one reason CCNA candidates fail their exam is that they re not prepared for the different types of binary math questions they re going to be asked, and that they aren t ready for hexadecimal questions at all.
You don t have time to learn how to do in on exam day. You ve got to be ready before you go into the exam room, and the only way to be ready is a lot of practice.
Finally, make sure you read the question carefully. You ve got hex, decimal, and binary numbers to concern yourself with on your CCNA exams. Make sure you give Cisco the answer in the format they re looking for.
Chris Bryant, CCIE 12933, is the owner of The Bryant Advantage, home of over 100 free certification exam tutorials, including Cisco CCNA certification test prep articles. His exclusive Cisco CCNA study guide and Cisco CCNA training is also available!
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