Respuesta :
Answer:
maximum  point  y= 2R
 vₓ = wR ,  v_{y} = 0, aₓ = 0,  a{y} = - Rw²
minimum point  y=R
vₓ = wR , v_{y} = - R w,  aₓ = - R w²,  a_{y} = 0
Explanation:
The definition of velocity is
    v = dr / dt
    vₓ = dx / dt
    [tex]v_{y}[/tex] = dy / dt
    vₓ = Rw cos wt + wR
    v_{y} = -Rw sin wt
acceleration is defined by
     a = dv / dt
     aₓ = -Rw² sin wt
     a_{y} = - R w² cos wt
these are the general expressions for velocity and acceleration, to find the explicit values ​​for the maximum and minimum y points, let's find these points and substitute
maximum  point
     y = R cos wt + R
the heat is maximum when the cosine is worth 1
     y_max = 2R
at this point the speed is
     vₓ = wR
     v_{y} = 0
the acceleration is
     aₓ = 0
     a_{y} = - Rw²
minimum point
    this occurs when the cosine is zero
    y = R
speed is
    vₓ = wR
    v_{y} = - R w
acceleration is
    aₓ = - R w²
    a_{y} = 0
