Decode the following ASCII code: 1010011 1110100 1100101 1110110 1100101 0100000 1001010 1101111 1100010 1110011

1. Break Down the Problem

To decode the given ASCII code, each binary number represents a character based on the ASCII encoding system. We will convert each binary value into its decimal equivalent and then find the corresponding ASCII character for that decimal value.

2. Relevant Concepts

The ASCII character set uses a binary representation of 7 bits for each character, where:

• Decimal = $2^0 \times b_0 + 2^1 \times b_1 + 2^2 \times b_2 + \ldots + 2^6 \times b_6$
• Each binary group will be converted to a decimal number, which will then be matched with its corresponding ASCII character.

3. Analysis and Detail

We will convert each binary number to decimal and then find the corresponding ASCII characters.

1. Binary to Decimal Conversion:
   • $1010011$ = $S$ (83)
   • $1110100$ = $t$ (116)
   • $1100101$ = $e$ (101)
   • $1110110$ = $v$ (118)
   • $1100101$ = $e$ (101)
   • $0100000$ = $$ (space, 32)
   • $1001010$ = $J$ (74)
   • $1101111$ = $o$ (111)
   • $1100010$ = $b$ (98)
   • $1110011$ = $s$ (115)

4. Verify and Summarize

We have decoded each binary group, and the sequence reads as follows:

• Characters: S, t, e, v, e, , J, o, b, s
• Final String: Steve Jobs

Final Answer

The decoded ASCII code results in the string: Steve Jobs.