How do you find an ordered pair to represent 1/2u-v given u=<-1,4> and v=<3,-2>? Precalculus Vectors in the Plane Vector Operations 1 Answer Alan P. Sep 7, 2016 #< -3 1/2, 4># Explanation: If #u= <-1,4># then #1/2u= <-1/2,2 > # and (if #v= < 3, -2> #) then #1/2u-v =< -1/2, 2 > - <3, -2># #color(white)("XXX") = <-1/2-3, 2-(-2)># #color(white)("XXX") = <-3 1/2, 4># Answer link Related questions Question #b4ef9 What is meant by a component of a vector? How do I find the vertical component of a vector? How do i find the horizontal component of a vector? Is vector addition commutative? What happens when I multiply a vector by itself? What is the definition of vector addition? How do I do vector subtraction? What is a velocity vector? How can the law of cosines be used to find the magnitude of a resultant? See all questions in Vector Operations Impact of this question 4070 views around the world You can reuse this answer Creative Commons License