The position of a particle moving in the xy-plane is given by the parametric function
p(t) = (xt), y (t)), where x(t) = 5 cos t + 10 sin(½) cos t and
Part C
y (t) = 5 sin t + 10 sin(⅖) sin t for 3 < t ≤ 3 seconds.
Find at least one value of t for which xt) = y(t) = 0. Explain the meaning of your
answer in the context of the position of the particle.