Consider the vector subspace W of R4 generated by the vectors

If the vector

is orthogonal to W, we can ensure that + + is:

Consider the vector subspace W of R4 generated by the vectors 1 3 0 0 -- () -- ()- 5 1 2 W3 1 -2 4 0 1 If the vector 13 B 61 is orthogonal to W, we can ensure that a + B + y is: Consider the vector subspace W of R4 generated by the vectors 1 3 0 0 -- () -- ()- 5 1 2 W3 1 -2 4 0 1 If the vector 13 B 61 is orthogonal to W, we can ensure that a + B + y is