Show That The Basis Vectors U In R(2) Is Orthogonal Then Express X As A Linear Combination Of Vectors In

Question

Show that the basis vectors U in R(2) is orthogonal. Then express X as a linear combination of vectors in

U.

U = { u1=V = Su, muzy = { [3] , ] is orthogonal.
Two vectors up and 12 are said to be orthogonal
if their dot Product 4,.U2 is equal to zero .
[3]. [4 = (2) (6) + (3) (4) = 12 + 12 =024
: Up and uz are not…

Math