Inertia & Friction: Causes of Acceleration/Deceleration

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Inertia is the tendency of an object to resist changes in its state of motion, while friction acts as an opposing force that decelerates motion. Acceleration occurs when an external force is applied, and this force can change an object's direction without altering its speed, as seen in the example of a car on a circular track. Centripetal force, often provided by friction, is necessary for maintaining circular motion by acting perpendicular to the direction of travel. The center of mass plays a role in determining how forces affect an object's motion and direction. Understanding the distinction between inertia and friction is crucial for analyzing motion dynamics.
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What makes an object overcome inertia so that it accelerates in terms of changing direction? I know friction decelerates the object, but I cannot figure out if it is center of gravity or centripetal force that changes direction by overcoming the object's inertia. Also, what is the big difference between inertia and friction itself?
 
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The classic definition of inertia is - The tendency of a body to resist acceleration; the tendency of a body at rest to remain at rest or of a body in straight line motion to stay in motion in a straight line unless acted on by an outside force.

Inertia is a property of matter (it mass). Mass resists acceleration. Acceleration is achieved by imposing a force on matter. The acceleration is given by a = F/m.

Friction is an opposing force to motion be it solid against solid or fluid (air or liquid) against solid. A body transfers momentum to the objects or material it encounters.

The center of mass is the mean position of the matter in a body.
 
modeman said:
What makes an object overcome inertia so that it accelerates in terms of changing direction?
All forces accelerate an object, in the sense of changing the object's velocity: its speed or direction. Forces that acts sideways to the object's direction of motion will change that direction without changing the speed.

For example, a car driving around a circular track at constant speed requires a centripetal force to keep it going in a circle. If the road is flat, friction provides that force. That friction force acts sideways to the car's direction at all times.
 
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