A circle is centered at the origin and has radius of 6.5. A particle starts at point (6.5,0) and travels clockwise on the circle, making one complete revolution every 10 seconds. Write the parametric equations for the motion of the particle, where t represents time in seconds:
x(t) =
y(t) =
+130462 x(t) = 6.5cos[(-pi/5)t]
y(t) = 6.5sin[(-pi/5)t]
Here's a graph.........https://www.desmos.com/calculator/95chqsgdw9
+130462 x(t) = 6.5cos[(-pi/5)t]
y(t) = 6.5sin[(-pi/5)t]
Here's a graph.........https://www.desmos.com/calculator/95chqsgdw9
