The partical of mass 'm' is moving with the laws

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Homework Help Overview

The discussion revolves around a particle of mass 'm' and its motion described by various equations of position as functions of time. The central question pertains to determining the condition under which the force acting on the particle is minimized.

Discussion Character

  • Exploratory, Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants explore the relationship between acceleration and position, with some questioning the fundamental concepts of motion and force. There are attempts to clarify the connections between position, velocity, and acceleration.

Discussion Status

The discussion includes various perspectives, with some participants expressing uncertainty about the concepts involved. A few have suggested revisiting foundational materials to better understand the relationships at play, while others are seeking direct assistance with the problem.

Contextual Notes

Some participants indicate a lack of familiarity with physics, suggesting that they are approaching the topic as a requirement rather than from a background in the subject. This may affect the depth of the discussion and the types of questions raised.

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The particle of mass 'm' is moving with the laws ...

Homework Statement


The particle of mass 'm' is moving with the laws ...



Homework Equations


a. x=3t2+4 b. x=106t-t2 c.x=1000t-5t2 d.x=t2-20t e.x=50t-2t2
in what case the value of the force acting on the particle is the lowest ?

The Attempt at a Solution


i need your help. thanks in advance
 
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what is relation between acceleration and position?
 


sorry i don't know.
 


no one could find the true answer?
 


Think about the relationship between position and velocity, and then the relationship between velocity and acceleration.
 


i have no any opinion. i am not physicst, and i don't study it. but this semester i have to read it as a life knowledge subject. so, please help me to complete these tests. i need ur help urgently.
 

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