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Good. Now fill in the other side of the ΣF=ma equation.physicsquestion said:So the total force exerted on the instrument is T, and then mg, the force of gravity. ΣF=T+mg
The discussion revolves around a physics problem involving a rocket landing vertically and the tension in a wire supporting an instrument inside the rocket. The scenario includes the rocket decelerating at a specified rate while the instrument is affected by gravitational forces.
The conversation is ongoing, with participants providing guidance on using free body diagrams and discussing the net forces acting on the instrument. There is an emphasis on understanding the signs of forces and accelerations, but no consensus has been reached on the final approach to the problem.
Participants express confusion about the signs of forces and accelerations, indicating a need for clarity on these concepts. The original poster mentions an upcoming exam, which may influence their urgency in seeking understanding.
Good. Now fill in the other side of the ΣF=ma equation.physicsquestion said:So the total force exerted on the instrument is T, and then mg, the force of gravity. ΣF=T+mg
Good. It is now also well with your algebra.physicsquestion said:Wait...
I got it
So I put T-mg=ma, or T-(6)(9.8)=(6)(2.4) and then I got my answer.
Yay ^^