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Byju's Answer
Standard XII
Physics
Cross Product
The angle bet...
Question
The angle between the vectors
→
A
and
→
B
is
θ
. Find the value of the triple product
→
A
.
(
→
B
×
→
A
)
.
A
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B
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C
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D
0
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Solution
The correct option is
D
0
Let
→
A
.
(
→
B
×
→
A
)
=
→
A
.
→
C
Here
→
C
=
→
B
×
→
A
which is perpendicular to both vector
→
A
and
→
B
∴
→
A
.
→
C
=
0
Suggest Corrections
3
Similar questions
Q.
The angle between the vectors
→
A
and
→
B
is
θ
. The value of the triple product
→
A
.
(
→
B
×
→
A
)
is
Q.
The angle between the vectors
→
A
and
→
B
is
θ
. The triple product
→
A
.
(
→
B
×
→
A
)
is equal to
.
Q.
The angle between the vectors
→
A
and
→
B
is
θ
. Find the value of the triple product
→
A
.
(
→
B
×
→
A
)
.
Q.
The angle between the vectors
→
A
and
→
B
is
θ
. The value of the triple product
→
A
.
(
→
B
×
→
A
)
is
Q.
If
θ
is the angle between vectors a and b, and
|
a
×
b
|
=
|
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⋅
b
|
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then
θ
is equal to
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