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Yesterday I bought a shoe in corner shop, near the SEGA store in Saijou, Higashi Hiroshima City. Low top and raised roof conversion vans as well as an extensive list of standard and optional equipment. This article will make you understand the differences between binary, decimal and hexadecimal values and will tell you how to convert one format values into the other’s values according to the CCNA 640-802 Cisco Certified Network Associate’ course detail 2011. If “1” digit is put in a value speck then the nibble or byte acquires on that decimal value and adds it to any other value specks which have “1”. To memorize in more efficient way, you must practice it again and again with different values in both above mentioned methods. I am sure; you have noticed that the first 10 hex values “0 to 9” are same as the decimal values. We have covered in this article that how to convert hexadecimal to binary and to decimal values according to the CCNA 640-802 Cisco Certified Network Associate’ course detail.

Let me explain this also, if we count each bit as “1” in a byte (11111111), we shall get the decimal value of 128+64+32+16+8+4+2+1 = 255. This is a numbering system which uses the first six letters of the alphabet “A to F” to enlarge the accessible 10 digits of the decimal value. This post actually solved my problem, I was getting mad, I never could understand the method of decimal conversion to binary and to hexadecimal.

Those are not so familiar number. Soon a while, I check in internet, and there are a conversion table, which i s I think it might be so useful for you. The longevity of Dave Arbogast and Explorer says a lot of both companies and their dedication to their customers. The digits used are limited to either a 1 (one) or a 0 (zero) and each digit is called 1 bit (short for binary digit).

Let me explain, if we put 1 in every speck of nibble (1111), we then add up 8 + 4 + 2 + 1, to obtain a maximum value of 15. Normally we count either 4 or 8 bits together, these referred to as a nibble and a byte correspondingly.

Another example of nibble values 1010, its means 8 bit and 2 bit are turned on and we can get the decimal value of 10. I want to explain it more deeply, so binary value 01010110, it shows that the 64 16 4 2 bits are on in this value and if we shall add them, we shall find this 64 + 16 + 4 + 2 = 86, which is equal to the binary value of 01010110. At the start, we have to understand that hexadecimal addressing scheme uses only the numbers 0 through 9.

You must have to memorize that each hex character is a nibble and two hex characters together make a byte.

One more example, nibble binary value of 0110, 4 and 2 bits are turned on, so we shall find the decimal value of 6.

Another way of practice, find the binary value of this: 128, 16, 4 and 2 bits are turned on, and we can find the binary value of 10010110 and decimal value of 150. While the values of 10, 11, 12, 13, 14, 15 and 16 cannot be used because of two number digits, so we can use the alphabet letters A, B, C, D, E and F instead of two numbers digits, correspondingly.

To discover the binary value, we have to set the hex characters into two nibbles and then set them together into a byte.

The binary numbers are put in a value speck: start from right and move to left with every speck have the double value of the previous speck. In first nibble I get the value of 9 since the 1 and 8 bits are on, and in the second nibble, I get the Value of 11 (B in hex) because the 1, 2 and 8 bits are on. While the decimal value would be 155, because the binary number is 10011011, that converts to 128 + 16 + 8 + 2 + 1 = 155.

Let me explain this also, if we count each bit as “1” in a byte (11111111), we shall get the decimal value of 128+64+32+16+8+4+2+1 = 255. This is a numbering system which uses the first six letters of the alphabet “A to F” to enlarge the accessible 10 digits of the decimal value. This post actually solved my problem, I was getting mad, I never could understand the method of decimal conversion to binary and to hexadecimal.

Those are not so familiar number. Soon a while, I check in internet, and there are a conversion table, which i s I think it might be so useful for you. The longevity of Dave Arbogast and Explorer says a lot of both companies and their dedication to their customers. The digits used are limited to either a 1 (one) or a 0 (zero) and each digit is called 1 bit (short for binary digit).

Let me explain, if we put 1 in every speck of nibble (1111), we then add up 8 + 4 + 2 + 1, to obtain a maximum value of 15. Normally we count either 4 or 8 bits together, these referred to as a nibble and a byte correspondingly.

Another example of nibble values 1010, its means 8 bit and 2 bit are turned on and we can get the decimal value of 10. I want to explain it more deeply, so binary value 01010110, it shows that the 64 16 4 2 bits are on in this value and if we shall add them, we shall find this 64 + 16 + 4 + 2 = 86, which is equal to the binary value of 01010110. At the start, we have to understand that hexadecimal addressing scheme uses only the numbers 0 through 9.

You must have to memorize that each hex character is a nibble and two hex characters together make a byte.

One more example, nibble binary value of 0110, 4 and 2 bits are turned on, so we shall find the decimal value of 6.

Another way of practice, find the binary value of this: 128, 16, 4 and 2 bits are turned on, and we can find the binary value of 10010110 and decimal value of 150. While the values of 10, 11, 12, 13, 14, 15 and 16 cannot be used because of two number digits, so we can use the alphabet letters A, B, C, D, E and F instead of two numbers digits, correspondingly.

To discover the binary value, we have to set the hex characters into two nibbles and then set them together into a byte.

The binary numbers are put in a value speck: start from right and move to left with every speck have the double value of the previous speck. In first nibble I get the value of 9 since the 1 and 8 bits are on, and in the second nibble, I get the Value of 11 (B in hex) because the 1, 2 and 8 bits are on. While the decimal value would be 155, because the binary number is 10011011, that converts to 128 + 16 + 8 + 2 + 1 = 155.

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