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Vectors - Subtraction


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Published on:  on 7th Apr, 2018

Description:

Concept in Subtraction of Vectors

  • Let’s say vector b has to be subtracted froma.

  • The resultant vector, D = a - b

  • This should be interpreted as D = a + (−b)

  • Now, −b is simply b in reversed direction.

  • So, D is simply the addition of a with the “reversed b”.

Subtraction using Triangle Law

Consider vectors a and b.

Two Vector Form

In order to subtract b, it must be reversed.

Reversed Subtracted

Carry out the operation D = a + (−b)

Carryout Operation

D here is the resultant of subtraction.

Subtraction using Parallelogram Law

Consider vectors a and b

Two Vector Form

In order to subtract a, it must be reversed.

Reversed Subtracted

Carry out the operation D = a + (−b)

Carryout Diagonal

D here is the resultant of subtraction.


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