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Byju's Answer
Standard XII
Physics
Multiplication with Vectors
If the angle ...
Question
If the angle between the vectors
→
A
and
→
B
is
θ
, the value of the product (
→
A
×
→
B
)
⋅
→
A
is equal to
A
BA
2
cos
θ
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B
BA
2
sin
θ
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C
2BA
2
sin
θ
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D
BA
2
sin
θ
cos
θ
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Solution
The correct option is
D
BA
2
sin
θ
cos
θ
According to question,
(
→
A
×
→
B
)
.
→
A
=
(
A
B
s
i
n
θ
)
.
→
A
(
→
A
×
→
B
)
.
→
A
=
B
A
2
s
i
n
θ
c
o
s
θ
where,
θ
=
angle between the vector
→
A
and
→
B
The correct option is D.
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0
Similar questions
Q.
→
A
and
→
B
are two vectors and
θ
is the angle between them, if
|
→
A
×
→
B
|
=
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(
→
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⋅
→
B
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the value of
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is
Q.
If
f
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θ
)
=
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∣ ∣ ∣
∣
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sin
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sin
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sin
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cos
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sin
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−
cos
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∣
∣ ∣ ∣
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then for all
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Q.
If
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θ
+
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θ
)
.
.
.
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Q.
Prove that the product of matrices
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cos
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sin
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cos
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sin
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sin
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θ
]
and
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2
ϕ
cos
ϕ
sin
ϕ
cos
ϕ
sin
ϕ
sin
2
ϕ
]
is the null matrix, when
θ
and
ϕ
differ by an odd multiple of
π
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.
Q.
If
θ
is an acute angle and
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