For #7 - #12, let A = I NAN WINE , and let T be the linear transformation 7: 12 - 13 defined by T(x) = Ax. 7. Find the image of the vector 4- 8. Find all preimages of the vector 0 . If there are none, then tell me so. If there are many, then write them in parametric vector form. 9. Find all preimages of the vector |0 . If there are none, then tell me so. If there are many, then write them in parametric vector form.10. Find all preimages of the vector 10 . If there are none, then tell me so. If there are many, then 16. write them in parametric vector form. 11. Let u = - . and let v = . Calculate T(4u - v). 12. Let u and v be as above in #11. Calculate 47(u) - T(v)