VECTORS © John Parkinson.

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VECTORS © John Parkinson

© John Parkinson

VECTORS H A V E MAGNITUDE A N D D I R E C T I O N © John Parkinson

MAGNITUDE ONLY MAGNITUDE ONLY MAGNITUDE MAGNITUDE ONLY ONLY SCALARS HAVE MAGNITUDE ONLY MAGNITUDE ONLY MAGNITUDE MAGNITUDE ONLY ONLY © John Parkinson

SCALARS VECTORS Distance Displacement Speed Velocity Mass Acceleration Energy Force Density Momentum © John Parkinson

R = ? N + 3miles North  E 4 miles East = Bearing of 053.10 © John Parkinson

We ADD vectors HEAD to TAIL [tip to toe] 6N What is the resultant force R ? We ADD vectors HEAD to TAIL [tip to toe] 8N 6N R  © John Parkinson 8N

Hence C = F cos  RESOLUTION OF VECTORS - COMPONENTS F What is the component of the force F in the x - direction? F  x C Dropping a perpendicular C is the component of F in the x - direction Hence C = F cos  © John Parkinson