Question

The transformed equation of
2.x2 - 3y2 +z² + 4x+6y-4z–2=0
when the axes are translated to
the point (-1,1,2) is​

Answer 1

Step-by-step explanation:

The equation given is

The equation given is2x

The equation given is2x 2

The equation given is2x 2 −3y

The equation given is2x 2 −3y 2

The equation given is2x 2 −3y 2 +z

The equation given is2x 2 −3y 2 +z 2

The equation given is2x 2 −3y 2 +z 2 +4x+6y−4z−2=0⟶(1)

The equation given is2x 2 −3y 2 +z 2 +4x+6y−4z−2=0⟶(1)Now the origin is translated to the point (−1,1,2)

The equation given is2x 2 −3y 2 +z 2 +4x+6y−4z−2=0⟶(1)Now the origin is translated to the point (−1,1,2)The new coordinates in the transformed coordinates system are associated with the old one as