Kinematics / Translational Motion Flashcards

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1
Q

quantity w/ magnitude but no direction

Ex: Speed, distance, time

A

scalar

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2
Q

quantity w/ magnitude and direction

Ex: velocity, displacement, Force, momentum

A

vector

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3
Q

Trig function: Opposite side of triangle

A

O = H * sin(ø)

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4
Q

Trig function: adjacent side of triangle

A

A = H * cos(ø)

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5
Q

Equation: Pythagorean Theorem

A

a^2 + b^2 = c^2

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6
Q

vector whose magnitude is the shortest distance between the initial and final positions of the motion and chose direction points from the initial to the final position

A

displacement (∆x)

SI Unit = meters (m)

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7
Q

Equation: Average Speed (v)

A
Average Speed (V) = distance / time
SI Unit = m/s
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8
Q

Equation: Average Velocity (Vavg)

A

V(avg) = displacement / time = (x - x0) / (t - t0) = ∆x / ∆t

SI Unit = m/s

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9
Q

Equation: Acceleration (avg)

A

Acceleration (avg) = change in velocity / time = v - v0 / t - t0 = ∆v / ∆t
SI unit = meter / second^2 (m/s^2)

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10
Q

If velocity of an object is changing (in either magnitude OR direction), the object is ________

A

accelerating

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11
Q

on a displacement versus time graph, a straight line (slope = constant) indicated _____

A
velocity = constant 
acceleration = 0
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12
Q

on a displacement versus time graph, a horizontal line parallel w/ the X axis indicates ______

A
velocity = 0
acceleration = 0
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13
Q

on a displacement versus time graph, a line curved upward (exponential or inverse curve) indicates _______

A

velocity is changing

acceleration does NOT equal 0

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14
Q

on a velocity vs time graph, a straight line (slope = constant) indicates _____

A

increasing velocity

constant acceleration

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15
Q

on a velocity vs time graph, the area under the curve =

A

displacement

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16
Q

on a velocity vs time graph, a horizontal line (parallel w/ the x axis) indicates ______

A

constant velocity

no acceleration

17
Q

on a velocity vs time graph, a straight line going in the opposite direction of the first (i.e. negative slope if first line was positive) indicates ______

A

increasing velocity in the opposite direction

constant acceleration

18
Q

Equation: Final velocity (w/ constant acceleration)

A

v(f) = v(0) + a * t

19
Q

Equation: Final velocity (w/ constant acceleration and displacement)

A

v(f)^2 = v(0)^2 + 2 * a * ∆x

20
Q

Equation: Displacement w/ initial and final velocity (acceleration is constant)

A

∆x = 1/2 [v(o) + v(f)] * t

21
Q

Equation: Displacement w/ initial velocity and constant acceleration

A

∆x = v(o) * t + 1/2 * a * t^2