MA 26500 Final: Spring 2015, Final

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31 Jan 2019
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Section number (3-digits, as in the table below) Mark test 01 and section number on your scantron ! Additionally, all violators will be reported to the o ce of the dean of students. I have read and understand the exam rules stated above: Xu, xiang 132 (mwf 03:30pm) and 162 (mwf 04:30pm) Zhang, xu: 171 (tr 01:30pm) and 172 (tr 12:00pm) 11 for a, b and c, the values of a and b are: (2) let a = 1 (4) which of the following is a basis for the subspace of r3 spanned by. 3 (5) if l : r2 r3 is a linear transformation such that. 2 then a + b + c is equal to: A = where t is a real number. Which of the following statements are true? (i) a basis for span s is {v1, v2}. (ii) the vector u = . 1 (iii) s is a linearly dependent set.

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