1. A car is traveling around a bend in the road with a motion that can be described using three different coordinate frames. Do a sketch for each coordinate frame (showing unit vectors) and write the corresponding position, velocity, and acceleration equations in two-dimensions. No need to solve any equations or use problem solving method! r= 400 ft
1. A car is traveling around a bend in the road with a motion that can be described using three different coordinate frames. Do a sketch for each coordinate frame (showing unit vectors) and write the corresponding position, velocity, and acceleration equations in two-dimensions. No need to solve any equations or use problem solving method! r= 400 ft
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Hi, the three coordinate systems specified in this question would be Cartesian (our regular x-y-z frame), normal-tangential, and cylindrical/polar.

Transcribed Image Text:1. A car is traveling around a bend in the road with a motion that can be described using three
different coordinate frames. Do a sketch for each coordinate frame (showing unit vectors) and
write the corresponding position, velocity, and acceleration equations in two-dimensions. No
need to solve any equations or use problem solving method!
r= 400 ft
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