MATH 304 Midterm: MATH 304 Binghamton Exam2 Dan Rossi Practice Questions

• School: Binghamton University
• Department: Mathematical Science
• Course: MATH 304
• Professor: All

Document Summary

Exam 2 ( 2. 1 2. 3, 4. 1 4. 6) By signing my name below, i agree that i am following all rules and regulations set forth by the. Furthermore, i agree that i am following all rules set by my instructor and by the course policy for this exam. Use correct notation and terminology, and be sure to justify your answers when required. The points for each part will be awarded holistically, with attention paid both to correctness and clear explanations. Unless otherwise noted, each part within a problem is worth an equal number of points: [12 points] complete the sentences below to precisely de ne the terms in bold. (a) a set of vectors {v1, . , vn} in a vector space v is a basis of v if . (b) an n n matrix a is called invertible if . 0 1(cid:19): [12 points] let a be a 2 2 invertible matrix and assume that a 1 = (cid:18)1 1.