Vectors that may be subject to its parallel displacement without changing its magnitude and direction are called _________.

Coinitial vectors

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Free vectors

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Parallel vectors.

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Collinear vectors.

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Solution

The correct option is B
Free vectors

Vectors that may be subject to its parallel displacement without changing its magnitude and direction are called free vectors.

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Similar questions

Q. Assertion(A): A vector is not changed if it is slid parallel to itself
Reason(R): Two parallel vectors of same magnitude are said to be equal vectors

Q. In Figure ABCD is a regular hexagon, which vectors are:
(i) Collinear
(ii) Equal
(iii) Coinitial
(iv) Collinear but not equal.
Figure

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Answer the following as true or false:
(i) a and -a are collinear.
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(iii) Two vectors having same magnitude are collinear.
(iv) Two collinear vectors having the same magnitude are equal.

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(i) Coinitial
(ii) Equal
(iii) Collinear but not equal

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Vectors that may be subject to its parallel displacement without changing its magnitude and direction are called _________.

The correct option is B Free vectors Vectors that may be subject to its parallel displacement without changing its magnitude and direction are called free vectors.

The correct option is B
Free vectors

Vectors that may be subject to its parallel displacement without changing its magnitude and direction are called free vectors.