MATH 271 Final: MATH 271 Amherst F10M21Final

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Instructions: do all the problems, and show all work, including scratch work. Little or no credit may be awarded, even when your answer is correct, if a full explanation is not provided. If you have time, check your answers: (20 points). Find the reduced row echelon form of a. (1b). Find bases for the null space n (la) = n (a) and column space r(la) = r(a) of a. (1c). What are the rank and nullity of a: (10 points). Find the general solution of the following system of equations: x1. 3x1 x2 + 3x3 + 3x4 7x5 = 2. Consider the set s1 = of three vectors in r4. Take my word for it that s1 is linearly independent. Consider the set s2 = of four vectors in r4. Take my word for it that span(s2) = r4. Consider the set s = of three vectors in r4.

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