The line `(x-x_1)/0=(y-y_1)/1=(z-z_1)/2` is (A) parallel to x-axis (B) perpendicular to x-axis (C) perpendiculat to YOZ plane (D) parallel to y-axis

The line (x - x_(1))/(0) = (y - y_(1))/(1) = (z - z_(1))/(2) is a)perpendicular to the x-axis b)perpendicular to the yz-plane c)parallel to the y-axis d)parallel to the xz-plane

If the line (x-x_(1))/(a)=(y-y_(1))/(b)=(z-z_(1))/(c) is parallel to z-axis then-

The line (x-x_1)/a=(y-y_1)/b=(z-z_1)/c is parallel to the plane Ax+By+Cz+D =0 if

The straight line (x-3)/3=(y-2)/1=(z-1)/0 is (A) Parallel to x-axis (B) Parallel to the y-axis (C) Parallel to the z-axis (D) Perpendicular to the z-axis

The line x=x_1,y=y_1 is (A) parallel to x-axis (B) parallel to y-axis (C) parallel to z-axis (D) parallel to XOY plane

The line x=x_1,y=y_1 is (A) parallel to x-axis (B) parallel to y-axis (C) parallel to z-axis (D) parallel to XOY plane

The line x=1,y=2 is (A) parallel to x-axis (B) parallel to y-axis (C) parallel to z-axis (D) ies in a plane parallelto xy-plane.

The line x=1,y=2 is (A) parallel to x-axis (B) parallel to y-axis (C) parallel to z-axis (D) ies in a plane parallelto xy-plane.

The straight line (x-3)/3=(y-2)/1=(z-1)/0 is (a) Parallel to x-axis (b) Parallel to the y-axis (c) Parallel to the z-axis (d) Perpendicular to the z-axis