Question

Using two or more complete sentences, describe how you can find a vector parallel to (-3,2).

Answer 1

Answer:

by multiplying any non-zero scalar number except 1 to given vector

Step-by-step explanation:

Scalar multiple of one vector is parallel to the vector.

So in given case, v1= (-3,2) and a vector, v2 parallel to it can be find by multiplying any non-zero scalar number except 1 to v1

i.e

v2= n*v1

n is any scalar non-zero number except 1

let n=2 (one of many possible options)

v2= 2*(-3,2)

   =(-6,4) !