AP Physics 1 (Mrs. Lang) | Unit 1 Flashcards

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Displacement (Δx)

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AP Physics 1 - Unit 1: Kinematics | Test Review

21 Terms

1

Displacement (Δx)

Change in position of an object. Measured in meters (m).

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2

Velocity (v)

Rate of change of displacement with respect to time. Units: meters per second (m/s).

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3

Slope of Position-Time Graph

Represents velocity. Positive slope indicates forward motion, and negative slope indicates backward motion.

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4

Velocity Equation

where Δx = change in position, Δt = change in time.

<p>where Δx = change in position, Δt = change in time.</p>
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5

Position Equation

where y = position, slope = velocity, x = time, b = y-intercept (initial position).

<p>where y = position, slope = velocity, x = time, b = y-intercept (initial position).</p>
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6

Displacement Equation

where xf = final position, xi​ = initial position, v = velocity, t = time.

<p>where x<sub>f</sub> = final position, x<sub>i​</sub> = initial position, v = velocity, t = time.</p>
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7
<p>Graph Analysis - Tumble Buggy Moving Forward from +1m</p>

Graph Analysis - Tumble Buggy Moving Forward from +1m

  • Graph Characteristics: Positive slope, starting at +1m.

  • Motion Description: Forward motion with constant velocity.

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8
<p>Graph Analysis - Tumble Buggy Moving Back from 0m</p>

Graph Analysis - Tumble Buggy Moving Back from 0m

  • Graph Characteristics: Negative slope, starting at 0m.

  • Motion Description: Backward motion with constant velocity.

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9
<p>Graph Analysis - Tumble Buggy Moving Backward from -2m</p>

Graph Analysis - Tumble Buggy Moving Backward from -2m

  • Graph Characteristics: Negative slope, starting at -2m.

  • Motion Description: Backward motion with constant velocity.

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10
<p>Graph Analysis - Tumble Buggy Changing Direction</p>

Graph Analysis - Tumble Buggy Changing Direction

  • Graph Characteristics: Combination of positive and negative slopes, indicating a change in direction.

  • Motion Description: Initial forward motion, then changes direction to move backward.

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11
<p>Final Velocity Equation</p>

Final Velocity Equation

where vf​ = final velocity, v0​ = initial velocity, a = acceleration, t = time.

<p>where v<sub>f</sub>​ = final velocity, v<sub>0</sub>​ = initial velocity, a = acceleration, t = time.</p>
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12

Displacement Equation (Constant Velocity)

where Δx = displacement, v = velocity, t = time.

<p>where Δx = displacement, v = velocity, t = time.</p>
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13

Acceleration Definition

Acceleration (a): Rate of change of velocity with respect to time. Measured in meters per second squared (m/s²).

<p><strong>Acceleration (a):</strong> Rate of change of velocity with respect to time. Measured in meters per second squared (m/s²).</p>
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14
<p>Graph Area as Displacement</p>

Graph Area as Displacement

Area under Velocity-Time Graph: Represents displacement.

where b = time interval, h = velocity.

<p><strong>Area under Velocity-Time Graph:</strong> Represents displacement.</p><p>where b = time interval, h = velocity.</p>
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15
<p>Displacement Equation (Constant Acceleration)</p>

Displacement Equation (Constant Acceleration)

where Δx = displacement, v0​ = initial velocity, a = acceleration, t = time.

<p>where Δx = displacement, v<sub>0</sub>​ = initial velocity, a = acceleration, t = time.</p>
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16

Alternate Formulas for Displacement and Velocity

Uses both initial and final velocities to find displacement.

<p>Uses both initial and final velocities to find displacement.</p>
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17

Equation for Final Velocity Using Displacement

Relates initial and final velocities, acceleration, and displacement.

<p>Relates initial and final velocities, acceleration, and displacement.</p>
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18

Free Fall Final Velocity Equation

Vf = V0 - gt

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19

Free Fall Distance Formula

Δy = v0t - (1/2)gt2

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20

Free Fall Final Velocity Formula Without Time

vf2 = v02 - 2gΔy

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21

Gravity Velocity

-10 m/s2

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