i need help most on d, i dont know how to get general formula for c1 and c2
3. Let V be the subspace of R spanned by the vector v2. Let x (a) Find the veetor y that is the orthogonal projection of x onto V. Then enleculate y and checek (b) Find a basis for V (the subspace of vectors orthogonal to V). (Hnt Ths is the mull space of a 1 x a -1 that z L V (e) Use part (b) and Gram-Sehumidt to obtain an orthonormal basis ( for V (d) Let z be the vector from (a). Then z e V, so zciqi +q for suitable coefficients ct the general formula for these coefficients in terus of inner products, and use the formula to caleulate the coefficients for this particular z. Then check that z-cqtq
