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Distance - Displacement
Review of Grade 9 Motion Acceleration and Vectors (new) Speed Velocity
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Vectors have size and direction,
but no place A head A A tail A
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Two vectors are equal if they have the same magnitude
B A A = B Two vectors are equal if they have the same magnitude and the same direction Physical quantities can be split into: VECTORS: Have size and direction e.g. velocity, acceleration, force, displacement SCALARS: Have size (magnitude only) e.g. time, mass, speed, distance, voltage, energy
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Identify these quantities as scalars or vectors
Question QUANTITY Scalar Vector 1 distance 2 circumference 3 speed 4 velocity 5 displacement 6 force 7 acceleration 8 time 9 energy 10 momentum Click q for answers
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Identify these quantities as scalars or vectors
Question QUANTITY Scalar Vector 1 distance S 2 circumference 3 speed 4 velocity V 5 displacement 6 force 7 acceleration 8 time 9 energy 10 momentum
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Vectors and Scalars Vector Quantities – have magnitude and direction
Ex: displacement: I walked 20 meters west Ex: velocity: miles per hour north Vector – an arrow drawn to scale used to represent a vector quantity Ex: Scalar Quantities – have magnitude only, no direction 30 m/s north 30 m/s east 60 m/s east
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The symbol Δ refers to finding a change in a set of values
(a final state – an initial state). eg Δv means vf – vi Cup of coffee… Ti = 18°C Tf = 98.5°C ΔT = ? Game of tennis …
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Distance - Displacement
A model train travels around the track shown below. The table shows its distance and displacement at various stages of the journey around the track. Distance travelled (m) Displacement from Start (m) At B 2 2 north At C 4 8 northeast At D 6 2 east Back at A 8
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Speed V, units ms-1 scalar
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Velocity V, units ms-1, vector
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Web Link: Speed vs Velocity
Ex: Walking a dog Which one has greater average velocity?? We need another way to describe motion: Not a vector! (It’s a scalar) Web Link: Speed vs Velocity
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Instantaneous Speed - speed at any given instant in time.
Average Speed - average of all instantaneous speeds; found simply by a distance/time. (km)
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*Acceleration is a Vector*
Usually: +a means speeding up -a means slowing down +x -x But Sometimes: -a means speeding up +a means slowing down +x -x Here’s the rule: If v and a have the same sign : it’s speeding up If v and a have opposite signs : it’s slowing down
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Acceleration a, units ms-2 scalar or vector! ms-2
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