Question

What is the terminal point of the vector a=⟨4,3⟩ based at P=(5,2)?

Answer 1

Step-by-step explanation:
✔️For determining terminal point of vector a=(4,3) whose base is at the point P=(5,2).

✔️ Add to point P and that

✔️Point that the vector is pointing at to find the terminal point....

➖So we can say That

✔️Since the tail of the vector a=(4,1) a=(4,1) is a point P(2,3) then the tip of the vector, the terminal point woll be :-

(5,2)+(4,3)=(9,6)

your welcome !

Answer 2

Explanation:

The terminal point of the vector a=⟨4,3⟩ based at P=(5,2) is the point (9,5). This can be calculated by adding the components of the vector to the corresponding components of the base point:

Terminal point = (x,y) = (Px + ax, Py + ay)

= (5 + 4, 2 + 3)

= (9,5)