MATH 3130 Midterm: Math3130Exam2
Document Summary
Math 3130 - intro to linear algebra - mathonline - spring 2016. Department of mathematics - university of colorado at colorado springs. Proctor signature (required) (please fax or email the completed exam no later than wed, april 20, 5pm mt. ) Exam 2 - math 3130 - intro to linear algebra. The exam has 8 problems on 5 pages. Determine whether each of the following statements are true or false. Circle your answer and justify it for credit. No justi cation, no credit: the set of nonzero row vectors of a matrix a is a basis for the row space of a. True false: the reduced row echelon form of at is the transpose of the reduced row echelon form of a. True false: every linearly independent subset {v1, . , vn} of a n-dimensional vector space is a basis. True false: the span of any nite set of vectors in a vector space v is a subspace of v .
