Airforce X Y / Indian Navy SSR Exam > Airforce X Y / Indian Navy SSR Videos > Physics for Airmen Group X > Addition and Subtraction of Vectors (Calculation)
Addition and Subtraction of Vectors (Calculation) Video Lecture | Physics for Airmen Group X - Airforce X Y / Indian Navy SSR
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FAQs on Addition and Subtraction of Vectors (Calculation) Video Lecture - Physics for Airmen Group X - Airforce X Y / Indian Navy SSR
| 1. What is the formula for adding two vectors? |  |
Ans. To add two vectors, you simply add their corresponding components. For example, if you have vector A with components (A_x, A_y) and vector B with components (B_x, B_y), the sum of the two vectors is the vector C with components (A_x + B_x, A_y + B_y).
| 2. How do you subtract two vectors? | |
Ans. To subtract two vectors, you subtract their corresponding components. For instance, if you have vector A with components (A_x, A_y) and vector B with components (B_x, B_y), the difference between the two vectors is the vector C with components (A_x - B_x, A_y - B_y).
| 3. What happens when you add or subtract vectors with different dimensions? | |
Ans. Vector addition and subtraction are only defined for vectors with the same number of dimensions. If you try to add or subtract vectors with different dimensions, it is not possible, and the operation is undefined.
| 4. Can the magnitude of the sum of two vectors be greater than the sum of their individual magnitudes? | |
Ans. Yes, the magnitude of the sum of two vectors can be greater than the sum of their individual magnitudes. This occurs when the two vectors are not collinear and their directions complement each other. In such cases, the resultant vector can have a larger magnitude.
| 5. Can you add or subtract vectors represented in different coordinate systems? | |
Ans. Yes, you can add or subtract vectors represented in different coordinate systems as long as they are transformed into the same coordinate system. By using appropriate transformation equations, you can convert vectors from one coordinate system to another and then perform the desired addition or subtraction.
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