Arotating platform of radius r = 2.7 cm starts from rest and accelerates with uniform angular acceleration α = 38 rad/s2. randomized variables r = 2.7 cm α = 38 rad/s2 33% part (a) write an expression that gives the centripetal acceleration on the edge of the platform as a function of time, ac(t).

r = radius

α = angular acceleration

t = time

w₀ = initial angular velocity = 0 rad/s

w(t) = angular velocity at any time "t"

Angular velocity at any time is given as

w(t) = w₀ + α t

w(t) = α t since w₀ = 0

w(t) = α t eq-1

centripetal acceleration at any time is given as

a(t) = r w²(t)

using eq-1

a(t) = r (α t)²

a(t) = r α² t²

i think the answer would be b

a.   mass number from atomic number