MATH 308 Final: MATH 308 UW 308G Sp16 Final

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31 Jan 2019
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The exam is out of 100 points: turn o your cell phone and put it away. If i cannot read or follow your work, i cannot grade it. You may not get full credit for a right answer if your answer is not justi ed by your work. If you continue at the back of a page, make a note for me. 1: (10 points) determine of the following are true or false. You do not have to explain your answers. If you put down a hybrid letter which resembles both an t and and f i will take o 2 points o for that question. 2: (15 points) answer the following questions. (a) give the domain, codomain and the matrix of a linear transformation t whose kernel is span(cid:26)(cid:20)1. If such a transformation does not exist, explain why not. (b) give an example of a matrix which has rank one and nullity one.

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