如图,平行六面体 ABCD−A1B1C1D1{ABCD} - {A}_{1}{B}_{1}{C}_{1}{D}_{1}ABCD−A1B1C1D1 中,以顶点 A\mathrm{A}A 为端点的三条棱长均为 1,且它们彼此的夹角都是 60∘{60}^{ \circ }60∘ ,则() A. AC1=6A{C}_{1} = \sqrt{6}AC1=6B. AC1⊥BDA{C}_{1} \bot {BD}AC1⊥BDC. 四边形 BDD1B1{BD}{D}_{1}{B}_{1}BDD1B1 的面积为 22\frac{\sqrt{2}}{2}22D. 平行六面体 ABCD−A1B1C1D1{ABCD} - {A}_{1}{B}_{1}{C}_{1}{D}_{1}ABCD−A1B1C1D1 的体积为 22\frac{\sqrt{2}}{2}22