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well the resultant force is the change in momentum/time interval. So for part a, would I find the change in momentum for truck a?cnh1995 said:Force is exerted "on" B. That will cause "change in momentum of B at some rate". Use force-momentum relationship and momentum-time relationship.
Ah so I need to find the change in momentum of the blue line, B?cnh1995 said:Rate of change of momentum of A will give you the force "acting on A" ,not the force exerted by A. You are asked to calculate the force "acting on B" which is exerted by A.
For part a? Yes.C0balt said:Ah so I need to find the change in momentum of the blue line, B?
Thank youcnh1995 said:For part a? Yes.
A momentum against time graph is a visual representation of the change in an object's momentum over a period of time. It shows how an object's momentum changes as time passes.
Momentum is typically represented on the y-axis of a momentum against time graph, with time on the x-axis. The units for momentum are typically kg m/s.
The slope of a momentum against time graph represents the object's acceleration. A steeper slope indicates a greater acceleration, while a flatter slope indicates a slower acceleration.
The net force can be determined by calculating the slope of the momentum against time graph and multiplying it by the mass of the object. This is known as Newton's second law of motion: F = ma.
A horizontal line on a momentum against time graph indicates that the object's momentum is constant. This means that the net force acting on the object is equal to zero, according to the law of conservation of momentum.