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Vectors
Something w/ magnitude/size AND direction
Scalars
Something w/ only magnitude/size
If there is an item moved a certain distance, AND given direction…
it was displaced
Distance is a ______ quantity
scalar
Displacement is a __________ quantity
vector
If there is a TIME and a magnitude/size, then it is a _________ quantity
scalar, because it doesn’t have an exact direction
If a brick moved 5 m and the duration is 2 seconds, it is _________
scalar SPEED
If a brick moved 5 m N and the duration is 2 seconds, it is ___________
vector VELOCITY
Change in position (magnitude), and fixed direction =
displacement
Change in position (magnitude), but NO fixed direction =
distance
How fast something is going specified & direction =
velocity
How fast something is going, but NO direction =
speed
Is velocity a scalar or vector quantity?
Vector
velocity simple definition
Displacement over time
Constant/average velocity VECTOR QUANTITY Formula:
Displacement/Change in Time
Rate/Speed SCALAR QUANTITY Formula:
Distance/Change in Time
When you hear “magnitude” it means…
the genera size, quantity, how much or how big despite of direction (or the overall size of the movement)
With MAGNITUDES, scalar quantities have…
only magnitudes
With MAGNITUDES, vector quantities have…
both magnitude and direction
Explain the similarity and difference between rate/speed and velocity?
Both are the same thing (speed), but velocity is a vector quantity while rate is scalar. Velocity contains direction and rate does not
Instantaneous speed
speed of an object at a particular moment in time
Instantaneous Velocity
velocity of an object at a particular moment in time
Method #1 to find instantaneous velocity: If object travels at a constant velocity then…
the V(average) = V(Instantaneous)
Method #2 to find instantaneous velocity, if object travels at changing velocity then…
look at the motion on x (m) versus t (s) graph so SLOPE (AT ANY PARTICULAR POINT) = INSTANTANEOUS VELOCITY
Method #3 of finding the instantaneous velocity, if acceleration is constant then…
use the kinetic formulas: V=V(i) + at —> if you dont know displacement and V² = V(i)² +2a(delta x) —> if you dont know time
When it comes to using kinematic formulas to find instantaneous speed then you can conclude that…
the V(f) = instantaneous cause the acceleration is constant
Vector or scale quantity: Acceleration
vector quantity
What is Acceleration
Change in velocity over time
Primary formula of ACCELERATION:
Delta Velocity/time (or change in time)
If the acceleration of a moving object is constant = you can assume the velocity that is given is the average so the way you find your velocity in order to solve for example—the displacement—then…
take the average. So V(avg) = (Vi + Vf)/2
Given a groan of velocity versus time, the slope equals acceleration because…
the slope is change in y (velocity) over change in x (time), but acceleration equals just that
When the acceleration equals zero…the acceleration IS
constant
Proportionality
as one value increases, so does the other
Inverse Proportionality
as one value increases, the other decreases
Constant of proportionality
any number included in an equation that is NOT a variable (doesn’t change, is constant)
If given a problem with a constant acceleration addressed this way…"Slows down at a constant acceleration of ______”, that means the acceleration is…
a negative value
Direct Proportion GRAPH:
non-horizontal line that passes through the origin y=kx; k is the constant of proportionality and is the slope of the graph
Linear GRAPH:
non-horizontal line, y=mx+b
Quadratic GRAPH:
parabola; when y is proportional to x² , the graph goes through he origin and has a slope that increases as x increases
Inverse GRAPH
hyperbola; when y is proportional to 1/x, the graph is asymmetric to the x and y axes; y = k/x