It is given that dVdt=24π(t−1)(1+t)for t≥1\frac{\dd V}{\dd t}=\frac{24\pi(t-1)}{(1+\sqrt t)}\quad\text{for }t\geq1dtdV=(1+t)24π(t−1)for t≥1 and V=7V=7V=7 when t=1t=1t=1. Find the value of VVV when t=9t=9t=9. A208π+7208\pi+7208π+7B216π+7216\pi+7216π+7C224π+7224\pi+7224π+7D416π+7416\pi+7416π+7E608π+7608\pi+7608π+7F744π+7744\pi+7744π+7