Linear Motion: The Physics Of Linear Motion

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In chapter 3, we learned about linear motion. Linear motion is the motion of an object in a straight line. Moving objects must have a speed at which they travel, this is found by dividing the distance the object traveled by the time that it took to get there. Objects that travel in a straight line path need to have a speed and a direction, this is what is defined as velocity. Velocity can change by either an object 's speed or its direction changing. When velocity changes, it is called acceleration. You can find the acceleration of an object by dividing the change of velocity by the time it took to make the change. The earth 's gravity for instance changes the velocity of an object by 10 meters per second toward the center of the earth. If …show more content…

The first of Newton 's laws was in Chapter 2, this law was inertia. The law of inertia is that an object in motion, or at rest, will continue to move or rest until affected by an outside force. One example of inertia would be when a tablecloth is whipped out from under dishes on the table, but the dishes seem unaffected and remain at rest. An object sitting on a table has two forces acting upon it, the earth 's gravity and the upward force of the table pushing upward. The table 's force is called a support force. The two forces have to be the same in order for the object to remain at rest, this is known as mechanical …show more content…

Rotational motion is the motion of an object turning on an axis. There are two types of speed for objects in rotational motion, these are tangential speed and rotational speed. Tangential speed is the speed of something moving around the outside of a circular path. Rotational speed is the speed that something turns on its axis. An example of these is that if you were standing at the outside of a spinning platform, you would have a tangential speed and the platform would have rotational speed. Tangential speed is directly proportional to the rotational speed at a given distance. An object at half the distance from the axis will have half the speed of an object that is at the edge of the rotating platform. Rotational motion also it 's its own inertia, which is called rotational inertia. Rotational inertia is that an object rotating on an axis will remain to rotate on that axis until affected by an external influence.This chapter also discussed the centers of mass and gravity, which are both used to describe the point around which an object rotates due to the average position of all the mass in the

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