An object is attached to the outer edge of a disk that has a diameter of 50 cm. If the object is beginning from rest (ti 0), and a uniform angular acceleration (a) of 5.0 radians/s^2 is applied to the mass for 6 seconds. Solve for the values below: A. the angular speed (w) at t=10 seconds? B. the number of revolutions made in 10 seconds. C. the tangential acceleration at t 10 seconds D. the radial (centripetal) acceleration t 10 seonds? E. (the total acceleration magnitude (a net) at 10 seconds

An object is attached to the outer edge of a disk that has a diameter of 50 cm. If the object is beginning from rest (ti 0), and a uniform angular acceleration (a) of 5.0 radians/s^2 is applied to the mass for 6 seconds. Solve for the values below: A. the angular speed (w) at t=10 seconds? B. the number of revolutions made in 10 seconds. C. the tangential acceleration at t 10 seconds D. the radial (centripetal) acceleration t 10 seonds? E. (the total acceleration magnitude (a net) at 10 seconds