Mohit Sir

  Creating a Ping Pong Game in mBlock is a fun and interactive way for students to learn programming concepts like loops, conditionals, and events. Here's a step-by-step guide: Objective Students will create a basic ping-pong game where: 1.     A ball moves across the screen. 2.     Players control a paddle to bounce the ball. 3.     The game ends if the ball misses the paddle. Step-by-Step Instructions 1. Setup the Stage Open mBlock and switch to the Sprite Tab . Choose or draw a simple backdrop (e.g., a solid background or a sports theme). 2. Add Sprites Ball : Click "Choose a Sprite" and select or draw a ball. Paddle : Add a new sprite, like a rectangle, to represent the paddle. 3. Code for the Ball 1.     Initialize the Ball : o    Add the following script to the Ball: plaintext Copy code When Green Flag clicke...

Table of Contents   Chapter 1: Introduction to Computers 1.1            Definition and Importance of Computers 1.2            History and Evolution of Computers 1.3            Types of Computers (Desktops, Laptops, Servers, Mainframes, Supercomputers) 1.4            Applications of Computers in Various Fields   --------------------------------------------------------   Chapter 2: Computer Hardware 2.1 Basic Components of a Computer 2.2 Central Processing Unit (CPU) 2.3 Memory (RAM, ROM, Cache) 2.4 Storage Devices (Hard Drives, SSDs, Optical Drives) 2.5 Input Devices (Keyboard, Mouse, Scanner) 2.6 Output Devices (Monitors, Printers, Speakers) 2.7 Motherboards and Buses 2.8 Ports and Connectors   -------------------------------------------...

A number system defines a way to represent numbers. Computers use different number systems for processing and representation. The most common systems are Binary , Decimal , Octal , and Hexadecimal . 1. Binary Number System Base: 2 Digits Used: 0, 1 Example: 101121011_210112​ How it Works: Each binary digit (bit) represents a power of 2. For example: 10112=(1×23)+(0×22)+(1×21)+(1×20)=11101011_2 = (1 \times 2^3) + (0 \times 2^2) + (1 \times 2^1) + (1 \times 2^0) = 11_{10}10112​=(1×23)+(0×22)+(1×21)+(1×20)=1110​ Use: Widely used in computers for internal data representation and processing. 2. Decimal Number System Base: 10 Digits Used: 0, 1, 2, 3, 4, 5, 6, 7, 8, 9 Example: 25610256_{10}25610​ How it Works: Each digit represents a power of 10. For example: 25610=(2×102)+(5×101)+(6×100)256_{10} = (2 \times 10^2) + (5 \times 10^1) + (6 \times 10^0)25610​=(2×102)+(5×101)+(6×100) Use: The most commonly used num...