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(C) The process of splitting a single vector into two or more vectors such that their vector sum is equal to the original vector is known as the resol

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Arbitrary vectors which have the original vector as their resultant

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(C) The process of splitting a single vector into two or more vectors such that their vector sum is equal to the original vector is known as the resolution of a vector.Any vector $\vec{A}$ can be expressed as the sum of any number of vectors $\vec{A_1}, \vec{A_2}, \dots, \vec{A_n}$ such that $\vec{A} = \vec{A_1} + \vec{A_2} + \dots + \vec{A_n}$.These component vectors do not necessarily have to be perpendicular or parallel to each other.Therefore,any vector can be replaced by two or three arbitrary vectors that have the original vector as their resultant.

Any vector in an arbitrary direction can always be replaced by two (or three)

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