Question

Parallel vectors are shown in the graph. Parallel vectors with vector v pointing right and down 4 units, vector r pointing left and up 8 units, vector s pointing right and down 2 units, vector t pointing right and down 6 units, and vector u pointing left and up 3 units. Which of the following vectors is equal to one half times vector v question mark

Answer 1

To find the vector equal to one-half times vector v, we need to divide the components of vector v by 2.

Given:

Vector v: right and down 4 units

To find one-half times vector v, we divide each component by 2:

One-half times vector v: right and down 2 units

Therefore, the vector equal to one-half times vector v is a vector pointing to the right and down 2 units.