Problem Statement: Convert the decimal number 13 into its binary equivalent.

Problem Statement: Compare how a standard business calculation (e.g., payroll processing) would have been handled by a 1st Generation computer versus a 3rd Generation computer.

Problem Statement: You are given three legacy systems: one uses transistors, another uses microprocessors, and the last is designed for artificial intelligence. Identify their respective generations.

Problem Statement: A user has purchased a new laptop. Categorize the following components as either Hardware or Software: Motherboard, Windows 11, Web Browser, CPU, Hard Drive, Antivirus Program.

Problem Statement: Explain how hardware and software interact when a user types a letter on a keyboard and it appears on the screen.

Problem Statement: Trace the steps of the Machine Cycle as the CPU executes a simple program instruction to add two numbers stored in memory ($X + Y$).

Problem Statement: A company is upgrading its servers. They need extremely fast storage for active processing, moderate speed/capacity for currently running applications, and massive, cheap storage for long-term archiving. Select the appropriate memory types from the hierarchy.

Problem Statement: Convert the binary number $1011_2$ into its decimal equivalent.

Problem Statement: Evaluate the final output $Z$ of a digital circuit where inputs $A=1$ and $B=0$ pass through an AND gate, and the result passes through a NOT gate.

Problem Statement: Order the steps a computer takes immediately after the power button is pressed until the user interface appears.

Problem Statement: Convert the binary number $1101101_2$ into its Hexadecimal (Base 16) equivalent.

Problem Statement: Convert the hexadecimal memory address 2A into its Decimal equivalent.

Problem Statement: Evaluate the final output $Q$ of a digital circuit where inputs $A=1$, $B=1$, and $C=0$. The circuit has two stages:

Problem Statement: Convert the Octal number $74_8$ directly into its Binary equivalent.

Problem Statement: Convert the decimal number $254_{10}$ into its Hexadecimal equivalent using the repeated division method.