In each part, determine whether the two pictures represent the same isomorphism class of graphs. If the answer is yes, label the vertices so that they become two pictures of the same graph. If the answer is no, give a full justification for why not. (a) (b) W ☆

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Q: For which of the following matrices is [2 21 Ra [1] -41 [121 H an eigenvector with a nonzero…

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Q: Exercise 10.4.2 Let B = in R². Find [x]B. -1 MGA 0 2 be a basis of R3 and let x = 41 -1 be a vector

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Q: 2. Assume that Σak <∞, prove that are converges uniformly on [-1,1].

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