### aias103 bit number meaning

Display character g.

ascii code is divided into control characters and displayable characters, decimal numbers 1 to 31, 127 are control characters, 32 to 126 are displayable characters, and 103 is displayable character g.

ascii code originates from the fact that it acts in computers, where all the data is stored and operations are represented using binary numbers.

### What is the ASCII code for the character g, and what is the binary number stored in a computer?

Looking up the table above, we can see that the decimal code corresponding to g is 103 and the binary is 1100111.

This table is easy to look up. Of course for efficiency, some common ones can be memorized.

For example, letters and numbers, it is very simple to remember the first corresponding decimal number, 0 is 48, a is 97, A is 65. For example, a is 97, the alphabet g and a difference of 6 bits, then g is 97 + 6 = 103.

ASCII code for the whole known as AmericanStandardCodeforInformationInterchange,whichisanAmericanStandardCodeforInformationInterchange,isanAmericanStandardCodeforInformationInterchange.The7-bitcharactersetiswidelyusedtorepresentcharactersorsymbolsonstandardU.S.keyboards. By standardizing the values used for these characters, ASCII allows computers and computer programs to exchange information.The ASCII character set is identical to the first 128 (0-127) characters in the ANSI character set.

### What is the correct expression for assigning the character 'g' (ASCII value 103) to the char-type variable c?

A is correct.

Because the octal number is needed after ＼. 103 is a decimal number, which translates to 147 in octal, so use c=’＼147′; instead of just all the decimal 103.

### The binary ASCII value of g is

The letter a is 97, the lowercase b is 98…. The binary ASCII value of g is 103

Convert 103 to binary and you’re good to go

The way to do this is to keep dividing by 2 to get the remainder

103 divided by 2=51 remainder 1

51 divided by 2=25 remainder 1

25 divided by 2=12 remainder 1

12 divided by 2=6 remainder 0

6 Divide by 2 = 3 remainder 0

3 divide by 2 = 1 remainder 1

1 divide by 2 = 0 remainder 1 (stops when the quotient is 0)

Then the remainder is “reversed” to binary

So the binary ASCII value of g is 1100111

### In java '3'+'4' why automatically convert ascii code 103

Placing single quotes is the meaning of the character, the operation of the character will be automatically converted to ascii code first, and then calculated. The ascii codes corresponding to characters 3 and 4 are 51 and 52, so the addition of characters 3 and 4 means 51+52, and the result is 103