The given statement states that the sum of two vectors is = (2 , 5).
Vector addition is the process of joining two or maybe more vectors to get a vector sum. The parallelogram law specifies the rules for adding and multiplying two or more vectors. When eigenvectors are aligned head to tail, this same vector total is calculated by drawing the same vector from the free tail to the free head.
Given two vectors are:
a =(13,-4 )
b = (-11,9)
The vector sum is,
M = [a1 + b1, a2 + b2]
= (Mx, My).
Substitution of the value we get:
M = (13 + (-11), (-4) + (9))
= (2 , 5)
The given statement states that the sum of two vectors is = (2 , 5).
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