Distance vs. Displacement

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DISTANCE VS. DISPLACEMENT

description

Distance vs. Displacement. I. Distance. Distance: magnitude of length for the path traveled. (follow Billy). I I . Displacement. Displacement: Change in position, ∆ x ∆ : Greek l etter Delta : means “Change in…” x : position. I I . Displacement. Final Position. - PowerPoint PPT Presentation

Transcript of Distance vs. Displacement

Page 1: Distance vs. Displacement

DISTANCEVS.

DISPLACEMENT

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• Distance: magnitude of length for the path traveled. (follow Billy)

I. Distance

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II. Displacement

• Displacement: Change in position, ∆ x• ∆ : Greek letter Delta

: means “Change in…”• x : position

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II. Displacement

Initial Position

Final Position

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• ∆ x = xf – xi

xf : x final

xi : x initial

• Displacement is a vector.

II. Displacement

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• Vector: has direction and magnitudeex: 50 meters West

• Scalar: has magnitude, but no directionex: 65 miles per hour

III. Vector and Scalar

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AVERAGE SPEEDVS.

AVERAGE VELOCITY

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I. Average Speed

• Average Speed = Total distance Total time

• Average Speed: the total distance traveled divided by the total time it takes to travel that distance

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• v = ∆x / ∆t

• v : bar v, average velocity

• Average Velocity: the displacement divided by the time taken

II. Average Velocity

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Which value is greater for Billy… the average speed or the average velocity?

Talk to your neighbor…

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average speed =

TOTAL DISTANCE / total time

average velocity = displacement / total time

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• average speed ≥ average velocity

• When is the average speed = average velocity?

III. Average Speed vs. Average Velocity

Discuss!

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• When is the average speed = average velocity?

… when distance = displacement… a straight line!

III. Average Speed vs. Average Velocity