Select the correct answer.Vector u has its initial point at (15, 22) and its terminal point at (5,-4). Vector v points in a direction opposite that of u, and its magnitude is twice the magnitude of u. What isthe component form of v?

Vectors
We are given the vector u as its initial point (15,22) and its terminal point (5,-4).
The component form of u can be found by subtracting the terminal point and the initial point:
u = (5,-4) - (15,22) = <-10,-26>
Vector v is given as having a direction opposite that of u but with a magnitude is twice the magnitude of u.
The vector opposite to u is: <10,26>
Twice that vector is:
v = <20,52>
This is the required form of vector v