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Apologia Physics M1
Motion in 1 Dimension
Term | Definition |
---|---|
physics | attempts to explain everything seen in nature |
Thomas Aquinas | listed presence of motion as one of his 5 arguments for the existence of God |
displacement | the change in an object's position |
vector quantity | physical measurement that contains directional information |
scalar quantity | physical measurement that does not contain directional information |
velocity | time rate of change of an object's position, how quickly an object's position is changing |
formula for finding velocity | change in x/change in t -OR- change in position (displacement) divided by change in time |
Notations of velocity | must always include directional information. |
speed | the time rate of change of the distance traveled by an object |
Velocity and displacement are | both vector quantities - they contain directional information. |
SI unit for velocity is in | meters per sec. |
Because speed does not include directional information, | it is a scalar quantity. |
instantaneous velocity | the velocity of an object at any one moment (or instant) of time |
average velocity | the velocity of an object over an extended period of time |
Instantaneous velocity is calculated | over an infinitely short time span. |
Instantaneous velocity cannot really be measured, but | it can be estimated by looking at a graph. |
Average velocity is calculated | over a long time span. It is really all of the velocity measurements that we make. |
Velocity can be seen on a graph by | the slope of a position versus time on the curve. |
If the line on a graph rises, | the slope is positive (+). |
If the line on a graph falls, | the slope is negative (-). |
If the line on a graph is flat, | the slope = 0. |
Velocity is | relative. |
Nearly every aspect of physics has | practical application. |
What an observer actually sees is | the difference between his velocity and the velocity of what he is observing. |
Acceleration is | the time rate of change of an object's velocity. |
a = | change in velocity divided by change in time |
If acceleration and velocity have opposite signs, the object is | slowing down. |
If acceleration and velocity have identical signs, the object is | speeding up. |
Acceleration is the agent by which | velocity change occurs. |
The slope of a velocity-versus-time curve is | the acceleration. |
One special property of a velocity-versus-time curve is that the area under the curve | represents the object's displacement. |
The area under a curve is studied in | calculus. |
If velocity is zero, | acceleration does not have to be zero. |
If acceleration is zero, | velocity does not have to be zero. |
An object will speed up whenever its velocity and acceleration have | the same signs. |