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Byju's Answer
Standard XII
Mathematics
Definition of Vector
Three vectors...
Question
Three vectors
→
P
,
→
Q
and
→
R
are shown in figure. Let
S
be any point on the vector
→
R
. The distance between the points
P
and
S
is
b
∣
→
R
∣
. The general relation among vectors
→
P
,
→
Q
and
→
S
is
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Solution
Given,
Three vectors
→
P
,
→
Q
,
→
R
d
i
s
t
a
n
c
e
=
b
|
→
R
|
Since
S
is the point on
→
R
So,
→
P
+
b
|
→
R
|
→
R
→
P
+
b
|
→
R
|
(
→
R
|
R
|
)
→
P
+
b
→
R
→
P
+
b
(
Q
−
→
P
)
(
1
−
b
)
(
→
P
)
+
b
→
Q
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0
Similar questions
Q.
Three vectors
→
P
,
→
Q
&
→
R
are shown in figure let
S
be any point on the vector
→
R
, the dirt. Between
P
&
S
is if
∣
∣
→
R
∣
∣
find the general equation between
P
,
Q
&
S
.
Q.
Suppose that
→
p
,
→
q
and
→
r
are three non-coplanar vectors in
R
3
. Let the components of vector of a vector
→
s
along
→
p
,
→
q
and
→
r
be
4
,
3
and
5
respectively. If the components of this vector
→
s
along
(
−
→
p
+
→
q
+
→
r
)
,
(
→
p
−
→
q
+
→
r
)
and
(
−
→
p
−
→
q
+
→
r
)
are
x
,
y
and
z
respectively , then the value of
2
x
+
y
+
z
is
Q.
Three vectors
→
P
,
→
Q
,
→
R
are such that the
|
→
P
|
=
|
→
Q
|
,
|
→
R
|
=
√
2
|
→
P
|
and
→
P
+
→
Q
+
→
R
=
0
. The angle between
→
P
and
→
Q
,
→
Q
and
→
R
and
→
P
and
→
R
will be respectively.
Q.
Let
→
p
,
→
q
,
→
r
be three mutually perpendicular vectors of the same magnitude. lf a vector
→
x
satisfies the equation
→
p
×
{
(
→
x
−
→
q
)
×
→
p
}
+
→
q
×
{
(
→
x
−
→
r
)
×
→
q
}
+
→
r
×
{
(
→
x
−
→
p
)
×
→
r
}
is given by
Q.
Let
→
p
,
→
q
,
→
r
be three mutually perpendicular vectors of the same magnitude If a vector
→
x
satisfies the equation
→
p
×
(
(
→
x
−
→
q
)
×
→
p
)
+
→
q
×
(
(
→
x
−
→
r
)
×
→
q
)
+
→
r
×
(
(
→
x
−
→
p
)
×
→
r
)
=
0
is given by
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