Answer four questions. 1. (a) What is a domain name? (i) Mention two top level domains and their uses.

To convert an octal number to its binary equivalent, each octal digit is converted into its 3-bit binary representation. Step 1: Convert each octal digit to its 3-bit binary equivalent. The octal digit 7 is 111_2. The octal digit 4 is 100_2. The octal digit 2 is 010_2. Step 2: Combine the binary equivalents. 742_8 = 111 100 010_2 The binary equivalent of 742_8 is 111100010_2

Answer four questions. 1. (a) What is a domain name? (i) Mention two top level domains and their uses.

To convert an octal number to its binary equivalent, each octal digit is converted into its 3-bit binary representation. Step 1: Convert each octal digit to its 3-bit binary equivalent. The octal digit 7 is 111_2. The octal digit 4 is 100_2. The octal digit 2 is 010_2. Step 2: Combine the binary equivalents. 742_8 = 111 100 010_2 The binary equivalent of 742_8 is 111100010_2

Solved: Answer four questions. 1. (a) What is a domain…

To convert an octal number to its binary equivalent, each octal digit is converted into its 3-bit binary representation.

Convert each octal digit to its 3-bit binary equivalent.
- The octal digit 7 is $111_2$ .
- The octal digit 4 is $100_2$ .
- The octal digit 2 is $010_2$ .
Combine the binary equivalents.
$742_8 = 111 \ 100 \ 010_2$
The binary equivalent of $742_8$ is $\boxed{\text{}111100010_2\text{}}$

Answer four questions. 1. (a) What is a domain name? (i) Mention two top level domains and their uses.

Step-by-step solution

Convert each octal digit to its 3-bit binary equivalent.

Combine the binary equivalents.

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