The angle between the vectors A and B is theta. then show that a.(axb)

1.	The angle between the vectors A and B is theta. then show that a.(axb)=0
Answer» Answer: ( B × A )⋅ A =−BAsinθ n ^ ⋅ A =0 Vector A and n ^ are PERPENDICULAR to each other as direction of n ^ can be GIVEN by RIGHT hand screw rule. Dot product of TWO vectors is zero when they are perpendicular to each other.

The angle between the vectors A and B is theta. then show that a.(axb)=0

Answer»

Answer:

(

)⋅

=−BAsinθ

⋅

Vector

and

are PERPENDICULAR to each other as direction of

can be GIVEN by RIGHT hand screw rule.

Dot product of TWO vectors is zero when they are perpendicular to each other.

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The angle between the vectors A and B is theta. then show that a.(axb)=0​

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The angle between the vectors A and B is theta. then show that a.(axb)=0