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But Reaction at B isn't playing a role. Just explain it to me that whether is that a coincidence or there's some solid logic behind?zwierz said:You have 6 scalar unknowns: two components of each reaction force at the points A,B,C. You also have three equations of statics for each rod. I wish you good luck
A reaction at the hinge B refers to the force or movement exerted on the hinge B in response to an external force or movement acting on the system.
To determine if there will be a reaction at the hinge B, you need to analyze the forces and movements acting on the system. If there is an external force or movement acting on the system, there will likely be a reaction at the hinge B.
The magnitude of the reaction at the hinge B is affected by the magnitude and direction of the external force or movement, as well as the properties of the system such as its mass and geometry.
Yes, the reaction at the hinge B can be zero if the external forces and movements acting on the system are balanced and the system is in equilibrium.
The reaction at the hinge B can be calculated by using Newton's laws of motion and applying the principles of equilibrium. This involves analyzing the different forces and moments acting on the system and setting them equal to each other to determine the reaction at the hinge B.