IN impulse movement ke sath force use

Sorry , 4i-j-k Root of 4^2-1^2-1^2 Root of 18 is answer

3i-1j-k

4d

1 dyne covert to 1 newton

1 dyne convert to S.I unit

Surface area is 311.2 m sq. and volume is 373.7 m cube

Doi

MyCbseguide

Creating a project on infographics of vectors can be both informative and visually appealing. Here's a structured outline for your project: ### Project Outline: Infographics of Vectors 1. **Introduction to Vectors** - Define what vectors are in physics and mathematics. - Explain scalar quantities vs. vector quantities. - Provide real-world examples where vectors are used (e.g., velocity, force, displacement). 2. **Basic Concepts of Vectors** - **Magnitude and Direction:** - Explain how vectors have both magnitude (size) and direction. - Use graphical representations to illustrate magnitude and direction. - **Components of Vectors:** - Break down vectors into their components (x, y, z in 3D space). - Show how to resolve vectors into their components and vice versa. 3. **Operations with Vectors** - **Vector Addition:** - Illustrate how vector addition works graphically and algebraically. - Include the parallelogram method and the triangle method. - **Scalar Multiplication:** - Explain scalar multiplication and its effect on vectors (scaling up/down, direction preservation). - **Dot Product:** - Define the dot product of vectors. - Show geometric interpretation and its applications (work done, projection). - **Cross Product:** - Define the cross product of vectors. - Illustrate its geometric interpretation and applications (torque, angular momentum). 4. **Applications of Vectors** - **Physics Applications:** - Use vectors to explain motion, forces, and equilibrium. - Include examples such as projectile motion, Newton's laws, and equilibrium of forces. - **Engineering Applications:** - Discuss vector applications in engineering disciplines (mechanical, civil, electrical). - Show examples like force analysis in structures, electrical circuits, and fluid dynamics. - **Computer Graphics:** - Explain how vectors are used in computer graphics (3D rendering, animation). - Demonstrate vector transformations (translation, rotation, scaling). 5. **Designing Infographics** - **Visual Elements:** - Create infographics that visually represent vector concepts. - Use arrows, diagrams, and icons to enhance understanding. - Incorporate color coding to differentiate between vectors and scalar quantities. - **Software Tools:** - Mention software tools used for creating infographics (Adobe Illustrator, Canva, etc.). - Provide tips for effective infographic design (layout, readability, use of white space). 6. **Conclusion** - Summarize key points about vectors. - Reflect on the importance of understanding vectors in various fields. - Discuss future advancements or applications of vector concepts. 7. **References** - List sources and references used for information and images. ### Tips for Presentation - **Clarity:** Ensure your infographics are clear and easy to understand. - **Engagement:** Use interactive elements if presenting digitally (animations, clickable elements). - **Relevance:** Relate vector concepts to everyday examples to enhance relevance and understanding. By following this outline, you can create a comprehensive project on infographics of vectors that effectively communicates the fundamental concepts and applications of vectors in a visually engaging manner.

Air molecules in the atmosphere experience vertically downward force due to gravity, just like an apple falling vertically from a tree. Due to temperature, the air molecules have random motion. Due to it, the velocity of air molecules is not exactly in the vertical downward direction.

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ML^2T^-2

ML²T–²

Ml^2t^-2

Ml1t-1

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X=by Therefore L=bT b= L/T SO THE DIMENSION OF b is b = LT^-1

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