Question

Write x as the sum of two vectors, one in Span {41,42,uz} and one in Span (14). Assume that (up ...,u4} is an orthogonal basis for R4. wale aume na mateso con una caranya yang masih san qay, Aune bat cu o sem mogen beste . 15 11 7 0 4 = 1 -6 lu=/7/ 1 , u, = -1 x=0 (Type an integer or simplified fraction for each matrix element.)

Answer 1

Ки та (ам +ьм. Есизни) С, В,С,442) ( where (anitbuz tez It spanku, he sugy and dune span quay 113 1 roi 151 Itb 7 to Then 1- moso -a- 60 it -- 7 / my Jo sbtct7d a +7b-5d -bat btcod -a tb-6c td / Then 27 d- 117 a- 76 , - 38 76 27 5btct7d =13 -a+76-5¢ =-6 -6atbtc-d = 4 -atb-6ct d =0 - Jolving a=-11 , 6= 21 / 2 = 1722, d - 172 a aurtou te uz= 1 5X27/6 + 1 7 / 7 1-15 + 7X 27/ 6x15 1 + 27/6 + 11/13 14 a + 27 28 - 6x +1 2 3 169/76 129/76 aur toute uz= 421/76 -117/76

x and duy=1 76 117 76 = X(-5) 17* (-1) !! 7x I / 819/76 ) -585176 - 117776 117/76 117 768 - x Using @ @ , ③ , T 169/767 T 819/767 129176 Al-585/76 421/76 - 117/76 L - 117/76 , 117176 =