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In vector subtraction, the vector that is subtracted is reversed in direction and then:

Ignored.

Divided by the first vector.

Multiplied with the first vector.

Added to the first vector.

Which of the following describes the addition of two vectors A and B along the x and y axes?

The sum of the components of A and B along the x-axis is the x-component of the resultant vector.

Both A and B should be perpendicular.

Both A and B should be of equal magnitude.

The sum of the components of A and B along the y-axis is the y-component of the resultant vector.

The result of adding two vectors is called:

Dot product.

Scalar product.

Vector sum.

Cross product.

Which of these quantities has both magnitude and direction?

Displacement.

Time.

Distance.

Speed.

The direction of the vector resulting from a cross product is determined by:

The left-hand rule.

The right-hand rule.

The angle between the vectors.

The magnitude of the vectors.