PHYSICS 1 [SEM1Q1] - Kinematics: Fundamental quantities and translational motion

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Last updated 1:21 PM on 9/15/26
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31 Terms

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scientific claim

need units, reference frames, and evidence

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quantity

number + unit + meaning = ?

number alone is not physics

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Motion

an object is in motion if it changes its position over time

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  1. Translational - person running on a track

  2. Rotational - earth spinning about its axis

  3. Vibrational - back-and-forth motion of pendulum


3 types of motion

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uniform motion

If the objects’ velocity remains constant along a line as it covers equal distances and time, irrespective of the duration of time.

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the particle model

  • The size and shape when rotation or deformation is not important.

  • Instead, you track a point representing the object’s position, making a model.

    • The model is useful only if it answers the question well enough.


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position

  • Concerned only with translational motion

    • Treat the moving object as a point particle

  • its location with respect to a chosen reference point


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motion

depends on where you measure from

with the context of frame reference

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function of time

Represent the position as a

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displacement

  • Answers “how did position change”

  • It compares final and initial positions

  • It is vector


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formula for displacement

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distance

  • Tracks path length

  • It is scalar


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odometer

measures total distance travelled

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scalar

Quantity that only has magnitude or can be described by a single number

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vector

  • Quantity that has both magnitude and direction

  • Can be identified by an arrow above the symbol


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magnitude

___ of a vector is a scalar quantity and is always positive

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  1. Parallel vectors

  2. Negative vectors

  3. Equal vectors

  4. Collinear vectors

  5. Co-terminal vectors


5 types of vectors

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Parallel vectors

two vectors that have the same direction

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Negative vectors

vectors that have the same magnitude

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Equal vectors

same magnitude and direction

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Collinear vectors

they act along the same line

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Co-terminal vectors

have a common terminal point

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speed

  • The distance traveled divided by the time required to cover the distance

  • SI: meter per second (m/s)


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formula of speed

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velocity

  • Rate of change of displacement

  • Measures speed in a given direction

  • An example of a vector quantity


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formula for velocity

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formula for the average velocity

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acceleration

  • Rate of change of velocity in a given direction

  • If it is positive then we understand its rate of change of velocity to be positive and it could mean that its speed is increasing

  • An example of vector quantity


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formula for average acceleration

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velocity and acceleration signs

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velocity and acceleration on graphs :)

Review graphs