# Question Solved1 AnswerRecall that F is the set of all functions f :R + R, which is a vector space under the usual addition and scalar multiplication of functions. a) Determine whether or not the subset A = { =0} is a subspace of R3. Justify your answer. b) Determine whether or not the subset B = {f EF|ef"(2) +2f(0) = 0) is a subspace of F. Justify your answer. ZFKBVS The Asker · Other Mathematics Transcribed Image Text: Recall that F is the set of all functions f :R + R, which is a vector space under the usual addition and scalar multiplication of functions. a) Determine whether or not the subset A = { =0} is a subspace of R3. Justify your answer. b) Determine whether or not the subset B = {f EF|ef"(2) +2f(0) = 0) is a subspace of F. Justify your answer.
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Transcribed Image Text: Recall that F is the set of all functions f :R + R, which is a vector space under the usual addition and scalar multiplication of functions. a) Determine whether or not the subset A = { =0} is a subspace of R3. Justify your answer. b) Determine whether or not the subset B = {f EF|ef"(2) +2f(0) = 0) is a subspace of F. Justify your answer.    