220. Write an integral that quantifies the increase in the volume of a cube when the side length doubles from 3 unit to 23 units and evaluate the integral. .221. Write an integral that quantifies the increase in the surface area of a sphere as its radius doubles from R unit to 2R units and evaluate the integral. 222. Write an integral that quantifies the increase in the volume of a sphere as its radius doubles from R unit to 2R units and evaluate the integral. .223. Suppose that a particlenioves along a straight line with velocity v(t) = 4 2:, where 0 _<_ r :1 meters per second find the displacement at time t and total distance traveled up to z suppose that a particle moves along straight line with velocity defined by :2 where- o s g i suppnse v0 where acceleration meters. if d>