Trong không gian tọa độ Oxyz, cho A(1;0;2), B(2

A. $\left(Q\right):\hspace{0.17em}x-z+1=0$hoặc $\left(Q\right):\hspace{0.17em}29a+51b+124c-277=0$

B. $\left(Q\right):\hspace{0.17em}x-z+1=0$hoặc $\left(Q\right):\hspace{0.17em}21a+31b+72c-165=0$

C. $\left(Q\right):\hspace{0.17em}x-y-z+1=0$hoặc $\left(Q\right):\hspace{0.17em}27a+51b+126c-254=0$

D. $\left(Q\right):\hspace{0.17em}x-z+1=0$hoặc $\left(Q\right):\hspace{0.17em}21a+53b+138c-297=0$