Byju's Answer
Standard IX
Mathematics
Point, Lines, Plane and Solids
The component...
Question
The component of a vector A=2\overset⇀ i+3\overset⇀ j along the vector B=\overset⇀ i+\overset⇀ j is a.5/\sqrt2 b.4\sqrt2 c.\sqrt2/3 d. None of these
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Q.
Let
→
a
=
2
∧
i
+
3
∧
j
+
2
∧
k
and
→
b
=
∧
i
+
2
∧
j
+
∧
k
.Find the component of
→
b
on
→
a
.
Q.
Find the component of vector
→
A
=
(
2
∧
i
+
∧
3
j
)
along the direction
(
∧
i
+
∧
j
)
.
Q.
The area of parallegram represented by the vectors.
→
A
=
2
∧
i
+
3
∧
j
and
→
B
=
∧
i
+
4
∧
j
is :-
Q.
Given
A
=
2
ˆ
i
+
3
ˆ
j
and
B
=
ˆ
i
+
ˆ
j
. The component of vector A along vector B is
Q.
A vector of magnitude
√
2
coplanar with the vectors
→
a
=
^
i
+
^
j
+
2
^
k
and
→
b
=
^
i
+
2
^
j
+
^
k
and perpendicular to the vector
→
c
=
^
i
+
^
j
+
^
k
is
(1)
−
^
i
−
^
k
(2)
^
j
−
^
k
(3)
^
i
−
^
j
(4)
^
i
+
^
k
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Point, Lines, Plane and Solids
Standard IX Mathematics
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