Let S be the set of all real values of such that a place passing through the points (−2, 1, 1), (1, −2, 1) and (1, 1, −2) also passes through the point (−1, −1, 1). Then S is equal to |
|||
(a) |
{ } |
(b) |
{ |
(c) |
{1, −1} |
(d) |
{3, −3} |
Let S be the set of all real values of such that a place passing through the points (−2, 1, 1), (1, −2, 1) and (1, 1, −2) also passes through the point (−1, −1, 1). Then S is equal to |
|||
(a) |
{ } |
(b) |
{ |
(c) |
{1, −1} |
(d) |
{3, −3} |
All four points are coplanar so
=0
(2+1)2(3−2) = 0
= ±