in 1 second, it has moved through an angle of θ radians, where
tanθ = 3/4
so after n seconds, it will have moved through an angle of
Ø = n arctan(3/4)
Its speed is s = rθ m/s
it will be back at (5,0) when t = 2π/θ
An object moves around x^2 + y^2 = 25 (which represents a
circle whose radius is 5 meters) at a constant speed. At time
t = 0 seconds, the object is at (5, 0). When t = 1, it is at (4, 3).
Where is the object when t = 2? when t = 3? when t = n?
What is the object’s speed? At what times does the object return to (5, 0)? an explanation on how to start would be helpful plz thx
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