According to the given statement The sum of pair of vectors are = (-16 , -28).
The operation of combining two or even more vectors into a vector sum is known as vector addition. The rule for addition and multiplication of two or more vectors is given by the so-called parallelogram law. When two vectors are placed head to tail, the vector total is determined by drawing this same vector from of the free tail towards the free head.
Given two vectors are:
a =(6,-31)
b = (-22,3)
The vector sum is,
M = (a1 + b1, a2 + b2)
= (Mx, My).
Substitution of the value we get:
M = (6 + (-22), (-31) + (3))
= (-16 , -28)
The sum of pair of vectors are = (-16 , -28).
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