Last Updated On [03-11-2023]
Let 
and 
be the points on the plane with position vectors 
and 
respectively. The quadrilateral 
must be
a)
Parallelogram, which is neither a rhombus nor a rectangle
b)
Square
c)
Rectangle, but not a square
d)
Rhombus, but not a square
Let and be the points on the plane with position vectors and respectively. The quadrilateral must be
a)
Parallelogram, which is neither a rhombus nor a rectangle
b)
Square
c)
Rectangle, but not a square
d)
Rhombus, but not a square
Question ID - 53972 :-
Let and be the points on the plane with position vectors and respectively. The quadrilateral must be
a)
Parallelogram, which is neither a rhombus nor a rectangle
b)
Square
c)
Rectangle, but not a square
d)
Rhombus, but not a square
|
Let |
|
|
a) |
Parallelogram, which is neither a rhombus nor a rectangle |
|
b) |
Square |
|
c) |
Rectangle, but not a square |
|
d) |
Rhombus, but not a square |
(a)
l
is not parallel to 
and their magnitude are equal.
Quadrilateral 
must be a parallelogram, which is neither a rhombus nor a rectangle.
Next Question :
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If |
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|
a) |
|
|
b) |
|
|
c) |
|
|
d) |
None of these |
are linearly independent vectors and 
, then
any non-zero valueView Topper Answer
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