Demystify Newton's First Law of Motion with Step-by-Step Examples and Expert Guidance

State Newton's third law of motion.

Rate of change of velocity is called?

A man pulling an empty wagon causes it ti at 1.4 m/s. What will the accelaration be if he pulls with the same force when the wagon contains a child whose mass is three times that of the wagon.

What is the difference between at least and at most

How long does it take anya to cover the distance of 5.00 miles ?

Give two examples each of situations in which you push or pull to change the state of motion of objects.

Why is friction important?

What is the expected value of a chi-squared distribution?

Which example below provides a complete scientific description of an object in motion
The ball rolled 20cm in 5 seconds.
The marble changed position quickly.
The car traveled north.
The marble moved 30cm north in 6 seconds.

why do you seem to lurch forward in a bus that suddenly slows? why do you seem to lurch backward when the bus picks up speed? what law applies here?

Applications of Newton’s First Law of Motion. Provide explanantions for each application.
1.Blood rushes from your head to your feet while quickly stopping when riding on a descending elevator

Suppose there is a body lying on a rough surface i.e friction is there. Initially the body is at rest.
Let the frictional force be f And the applied force be FSo it is said that if we apply a force and this applied force becomes equal to the frictional force then the body will move with constant velocity.
How is this possible because when the applied force becomes equal to the frictional force then the net force acting on the body is zero i.e.
F=f
F-f=0
The net force acting on it is zero so according to Newton's first law of motion it should remain at rest because the net acceleration is zero and initially it is at rest so its final velocity after any amount of time should be zero. But in the books it is written that it will move with constant velocity. How is this possible.
And if it moves with constant velocity then with how much?
I am totally confused here.

I don't know quantum mechanics and know a little bit about mechanics and a very little bit about subatomic particles but I am just a curious to know the answer to my question. My question is if 'inertia' is unwillingness to of an object to change its state of rest or uniform motion then can I say that electrons have no inertia as they are continuously moving by themselves without the need for an external force to move them and therefore have no mass since inertia is due to mass?

Do Newton's laws of motion apply on rigid bodies? If they apply on rigid bodies, would we consider forces acting in any direction or on any part of the body, and consider only the centre of mass when we talk about its momentum or the body being at rest or in uniform motion?
Because I used to regard Newton's laws as only applying to point masses, but I'm not sure if that's the case. For example, I read that the following statement can be justified using Newton's first law:
Consider a lever on a fulcrum with weights $W_1$ and $W_2$ on either side of the fulcrum, where the lever is in balance; the force exerted by the tip of the fulcrum on the lever is $W_1+W_2$

If I am a passenger who plays catching-the-ball game inside a vehicle that moves with a constant velocity in a straight road, why can I catch the ball repeatedly that as if the vehicle is at rest? How to explain this using first law of motion by Newton?

A ball was dropped from the window of a building, 33.5 meters above the ground
How fast it is after 2 seconds?
How long will it take if the final velocity is 25 m/s?

Why are non-Newtonian fluids called non-Newtonian when they follow Newton’s third law?
To my understanding, Newton’s third law states that for every action there is an equal and opposite reaction. Therefor if I punch the non-Newtonian fluid harder, there will be a harder reaction force stopping my hand. So why is the fluid called non-Newtonian?

Using all three of Newton's Laws of Motion, describe how a rocket launches into orbit.

Assume that you weigh 500 N. If you are falling down through the air at constant speed, the force of the air against your body is
a) zero
b) more than 0 but less than 500 N
c) 500 N
d) more than 500 N
e) need more information
Explain with thorough reasoning.