please solve the attached question

Problem 3 (Inner Products). Let A = (61, 12, #3) be a basis for R3. By the Gram-Schmidt process, we have 1 = UI 12 = w2/w2; , us = walwal; and y = (uj, u2, ug) is an orthonormal basis. a) Describe geometrically what is happening during the Gram-Schmidt procedure on B. Draw three pictures illustrating each of the following: i) the relationship between up, w, and uj; ii) the relationship between 62, w2, I, and uz; and iii) the relationship between Us, wa, y, and us. b) If we change the order of 8 to B' = (63, 12, 51), does the Gram-Schmidt procedure produce the same set of vectors as before (possibly with a different order)? Explain why or why not by drawing a picture