s = r·θ (displacement)
v = r·ω (velocity)
a = r·α (acceleration)
θ — angular displacement (rad)
ω — angular velocity (rad/s)
α — angular acceleration (rad/s²)
θ: 0.00 rad
ω: 0.00 rad/s
s: 0.00 units
v: 0.00 units/s
As the point moves around the circle, a corresponding point moves along a straight line. How does the linear displacement compare to the angular displacement? What role does the radius play?
s = r·θ (displacement)
v = r·ω (velocity)
a = r·α (acceleration)
θ — angular displacement (rad)
ω — angular velocity (rad/s)
α — angular acceleration (rad/s²)
θ: 0.00 rad
ω: 0.00 rad/s
s: 0.00 units
v: 0.00 units/s