science

Grade-11

Easy

Question

The vector product of the co-planar vectors is

21,45 Null
Unit
Zero
Random

hint Hint:

The coplanar vectors are the vectors the lie on the same plane or are parallel to the same plane.

The correct answer is: Zero

The coplanar vectors are the vectors the lie on the same plane or are parallel to the same plane. Given, a system of vectors is said to be coplanar if their scalar triple product is zero.

So the answer is 0

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The vector product of the co-planar vectors is

21,45 NullUnitZeroRandom

The coplanar vectors are the vectors the lie on the same plane or are parallel to the same plane.

The correct answer is: Zero

The coplanar vectors are the vectors the lie on the same plane or are parallel to the same plane. Given, a system of vectors is said to be coplanar if their scalar triple product is zero. So the answer is 0

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j^xj^=

j^xj^=

A.(B+C) =

A.(B+C) =

-j^ x k^ =

-j^ x k^ =

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Matrix is used to find the resultant in

Matrix is used to find the resultant in

The symbol n^ in the cross product represents

The symbol n^ in the cross product represents

The screw rule is used by showing the fingers of

The screw rule is used by showing the fingers of

The product of vectors, where the final result is a vector, is called as

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The product of vectors, where the final result is a scalar, is called as

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If the angle is 360 degrees, the resultant becomes

If the angle is 360 degrees, the resultant becomes

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21,45 Null
Unit
Zero
Random

The coplanar vectors are the vectors the lie on the same plane or are parallel to the same plane. Given, a system of vectors is said to be coplanar if their scalar triple product is zero.

So the answer is 0