SOLUTION: Let u = <-6, 3>, v = <-1, -6>. Find 4u + 2v.

Algebra ->  Trigonometry-basics -> SOLUTION: Let u = <-6, 3>, v = <-1, -6>. Find 4u + 2v.      Log On


   



Question 1134037: Let u = <-6, 3>, v = <-1, -6>. Find 4u + 2v.
Answer by MathLover1(20849) About Me  (Show Source):
You can put this solution on YOUR website!

Let u = <-6,+3>, v = <-1, -6>.
Find 4u+%2B+2v
if u=<x,y> , then kv=<kx,ky>
so,
4u = <-6%2A4, 3%2A4>, => 4u = <-24,+12>
2v = <-1%2A2, -6%2A2> => 2v = <-2, -12>

4u+%2B+2v=<-24%2B%28-2%29, 12%2B%28-12%29>
4u+%2B+2v=<-26,+0>