Find the missing coordinates such that the three vectors form an orthonormal basis for R³ : 0.6 0.8 EI 1 -0.6

2. The vector x = H [13] vector [2]B = [8] A 1 B 2 3 D0 in R2 relative to the orthogonal basis B What is the value of a + b? {0-[-]} has coordinate

Vectors u=5i + 3j and v=i-4j are given. Find the scalars m and n such that m(u+v) -5i + 7j= n(u-v)

V = Span ({··]}) Find an orthonormal basis of R³ that contains the vector 圓