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  1. Parallel Forces. Forces are said to be parallel forces, if they act along parallel lines. Two parallel forces are said to be like when they act in the same direction and they are said to be unlike when they act in opposite directions. And, there exists a single force whose effect is the same as that of the two parallel forces.

  2. May 25, 2024 · Like parallel forces have the same direction and magnitude, resulting in a net force along the same line. Unlike parallel forces have different directions or magnitudes, leading to a net force that is not aligned with the forces. LIKE PARALLEL FORCES are the forces that are parallel to each other and have same direction.

  3. The addition of forces is simple for parallel force. In case of like parallel forces, add the magnitude of vectors (forces) and in case of unlike parallel forces, sub tract the magnitude of vectors. Addition of Non – Parallel Forces: When the forces are non-parallel that are acting at angle other than 0 o and 180o

  4. Sep 29, 2020 · Learn how to find the centre of parallel forces and solve problems involving like and unlike parallel forces in this lecture video.

    • 12 min
    • 636
    • BA & BSC Maths classes By KAVITA YADAV
  5. (b) Define like and unlike parallel forces. Your solution’s ready to go! Our expert help has broken down your problem into an easy-to-learn solution you can count on.

  6. Let F 1 and F 2 be two unlike parallel forces acting at points A and B as shown in Fig. Let F 1 > F 2. Suppose R is the resultant of these two forces. Then, R = F 1 – F 2. Clearly, the resultant acts along the direction of the greater force. Taking moments about point O and from the definition of resultant we get, F 1 × OA – F 2 × OB = R ...

  7. In engineering, a parallel force system is a type of force system where in all forces are oriented along one axis. An example of this is a see saw. The children are applying the two forces at the ends, and the fulcrum in the middle gives the counter force to maintain the see saw in neutral position. Another example are the major vertical forces ...

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