Bocian
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Alright so I got
Xb+v0T+(1/2)-(aB)t^2=0+v0T+(1/2)aAT^2
Xb+v0T+(1/2)-(aB)t^2=0+v0T+(1/2)aAT^2
The discussion revolves around a kinematic problem involving the collision of two carts, where the original poster seeks assistance in formulating an algebraic equation to determine the conditions under which the carts will collide. The problem involves variables such as initial positions, velocities, and accelerations of both carts.
Participants are actively engaging with the problem, questioning assumptions about initial positions and velocities, and discussing how to set up equations for both carts. Some guidance has been provided regarding the structure of kinematic equations, but there is no explicit consensus on the final approach to solving the problem.
There is an ongoing discussion about the implications of different initial positions for the carts and how to incorporate these into the equations. The original poster expresses uncertainty about the physics concepts involved, indicating a need for clarification on the application of kinematic equations.
Bocian said:Alright so I got
Xb+v0T+(1/2)-(aB)t^2=0+v0T+(1/2)aAT^2
Bocian said:The initial velocity is both 0. Ok I replaced the + with a - on the left and removed parenthesis around ab
Bocian said:Remove them since are 0?