Question

Divide the following string of binary numbers into 8-bit binary numbers and then convert each 8-

bit binary number into equivalent text by using the ASCII code.
0101010101101110011010010111010001111001

Answer 1

The student is asked to convert a binary string into text using ASCII encoding. After dividing it into 8-bit sections and discarding the incomplete byte, the binary numbers translate to 'Unit'. This is a high school-level Computers and Technology question.

Step-by-step explanation:

This question falls under the Computers and Technology subject and involves both binary division and ASCII conversion, which are high school-level computer science topics. To solve the problem, we will first divide the string into 8-bit binary numbers (bytes) and then use the ASCII table to convert each byte into its equivalent character.

The provided binary string is 0101010101101110011010010111010001111001, which we can divide as follows: 01010101 01101110 01101001 01110100 01111001. As there are not enough bits for the last group to make a full 8-bit byte, we will discard it for this conversion.

01010101 = 85 in decimal = 'U' in ASCII

01101110 = 110 in decimal = 'n' in ASCII

01101001 = 105 in decimal = 'i' in ASCII

01110100 = 116 in decimal = 't' in ASCII

So, the 8-bit binary numbers translate to the text 'Unit' using the ASCII code.

Answer 2

Unity

Step-by-step explanation:

ASCII stands for American Standard Code for Information Interchange.

It contains a total of 256 characters.

It is a subset of UTF-8, which includes printable characters( like uppercase letters, lowercase letters, and digits) and control characters.

The ASCII values for digits [0-9] range from [4-57], and for uppercase letters[A-Z] range from[65-90], and for lowercase letters[a-z] range from[97-122].

Dividing the 8-bit binary numbers into each 8-bit binary number:

01010101, which, when added (using binary conversion), will equal 85, i.e., U (in ASCII table).

01101110, which, when added (using binary conversion), will equal 110, i.e., n ( in ASCII table).

01101001, which, when added (using binary conversion), will equal 105, i.e., i ( in ASCII table).

01110100, which, when added (using binary conversion), will equal 116, i.e., t ( in ASCII table).

01111001, which, when added (using binary conversion), will equal 121 i.e., y ( in ASCII table).

So, the 0101010101101110011010010111010001111001 is equivalent to Unity using ASCII code.