Two particles start from point Pzero of a circle with radius R with the same initial velocity v(0) at the same time. Their E1 and E2 angular accelerations are constant. Data:
v(0) = 5 m/s
R= 2 m
E1 = 2 rad/s(square)
E2 = −2 rad/s(square)

a, Calculate the elapsed time (t*) between the start of the particles and the time when
particle 1 catches up with particle 2. Calculate the covered distances and angular
displacements of the particles during the above time.
b, Calculate the peripheral and angular velocities of the particles at the t* moment.
c, Calculate the magnitude of their tangential and normal accelerations at the same
moment.