The three planes `4y+6z=5,2x+3y+5z=5 and 6x+5y+9z=10` (a) meet in a point (b) have a line in common (c) form a triangular prism (d) none of these

Consider three planes, 2x+py+6z=8,x+2y+qz=5 and x+y+3z=4 .

The angle between the planes x-2y+2z=5 and 2x-3y+6z=11 is -

Consider three planes 2x+ py + 6z=8 x+2y+qz=5 x+y+3z=4 Three planes intersect at a point if __

Reduce the equation of line x-y+2z=5 and 3x+y+z=6 in symmetrical form.

The angle between the lines -6x=y=4z and 2x=3y=-z is -

Find the angle between the lines 2x=3y=-z and 6x=-y=-4z

Find the angle between the planes 2x+y-2z+3=0a n d 6x−2y+3z=5

The equation of the plane contaning the line 2x -5y + z= 3, x + y + 4z =5 and parallel to the plane, x + 3y + 6z = 1 is

The distance of the point (1, -5,9) from the plane x -y + z =5 measured along the line x = y = z is

Consider the lines L_1:(x-1)/2=y/(-1)=(z+3)/1,L_2:(x-4)/1=(y+3)/1=(z+3)/2 and the planes P_1:7x+y+2z=3,P_2:3x+5y-6z=4. Let a x+b y+c z=d be the equation of the plane passing through the point match Column I with Column II. Column I, Column II a= , p. 13 b= , q. -3 c= , r. 1 d= , s. -2