Right. That's the gentlest way to accelerate and will give you the minimum acceleration.singedang2 said:so you're saying i need to show that while it was accelerating for the first half, the magnitude was 4?
Sure, what's the problem? Distance = 1 unit. (That unit distance could a meter, a foot, 25.3 miles, whatever... doesn't matter! Call it 1 distance unit.)and i don't clearly get what it means to travel unit distance in a unit amount of time. isn't unit normally mean 1?
A particle traveling question refers to a question that involves the motion and/or behavior of a particle in a given scenario or system. It may involve concepts such as velocity, acceleration, forces, and interactions between particles.
To solve a particle traveling question, you will need to use equations and principles from physics, such as Newton's laws of motion and the kinematic equations. You will also need to identify the given parameters, such as initial and final velocities, and use them to solve for the unknown variables.
A particle traveling question involves a particle that is in motion, while a particle at rest question involves a particle that is not moving. In a traveling question, you will need to consider the particle's velocity and acceleration, while in a particle at rest question, you will only need to consider the forces acting on the particle.
Yes, calculus can be used to solve particle traveling questions, particularly when the particle's motion is not constant. In these cases, you can use calculus concepts such as derivatives and integrals to determine the particle's velocity and position at a given time.
The results of a particle traveling question will typically include values for the particle's displacement, velocity, and acceleration. These values can be used to determine the direction and magnitude of the particle's motion, as well as any changes in its motion over time.