## Vector Addition Calculator

To add two vectors.
Let u⃗ = (u1, u2) and v⃗ = (v1, v2) be two vectors.
Then sum of u⃗ and v⃗ is the vector u⃗+v⃗ = (u1 + v1, u2 + v2)
The sum of two or more vectors is called the resultant.
 First Vector a1i→: First Vector b1j→: First Vector c1k→: Second Vector a2i→: Second Vector b2j→: Second Vector c2k→: Addition / Sum of vectors =
Lets consider the two vector a = first vector and b = second vector for addition
Let's consider two vector a=[5i , 8j , 6k] and b=[7i , 2j , 1k].
So now we can say c = a + b
therefore a + b = {5i + 7i} , {8j + 2j}, {6k + 1k}
= 12i , 10k , 7k)