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Byju's Answer
Standard XII
Mathematics
Collinear Vectors
Vectors A,B a...
Question
Vectors A,B and C are such that A.B = 0 and A.C=0. Then the vector parallel to A vector is ?
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Q.
Vectors
→
A
,
→
B
and
→
C
are such that
→
A
⋅
→
B
=
0
. Then the vector parallel to
→
A
is
Q.
Three vectors
→
A
,
→
B
,
→
C
satisfy the relation
→
A
.
→
B
=
0
and
→
A
.
→
C
=
0
. The vector
→
A
is parallel to
Q.
If three vectors satisfy the relation
→
A
.
→
B
=
0
and
→
A
.
→
C
=
0
, then
→
A
can be parallel to
Q.
Three vectors
A
,
B
and
C
satisfy the relation
A
⋅
B
=
0
and
A
⋅
C
=
0
. Then the vector
A
is parallel or anti-parallel to
Q.
Three non-zero vectors
→
A
,
→
B
&
→
C
satisfy the relation
→
A
.
→
B
=
0
&
→
A
.
→
C
=
0
. Then
→
A
can be parallel to
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