The vector therefore has the coordinates (-6,20).
The x and y components of each point p on the plane are used to identify it: p= (p1, p2). The first step in finding a vector's coordinates in a plane is to translate the vector so that its tail is at the system's origin. The vector's head will then be located in the plane at some point (a1, a2). The coordinates of the start and end points of a vector are the same (0, 0). The location vector is what is known as. The position vector of each point in the coordinate system can be used to represent that point.
2*u = 2* (-4, -3) = (-8, -6)
4*w = 4* (-1,5) = (-4,20)
(-8, -6), (-4,20) = (-6,20)
The vector therefore has the coordinates (-6,20).
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