Consider the following statement: Let A (a1, a2, a3) be a vector and a be a scalar. If aA either a = 0 or A = 0. i) Clea
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Consider the following statement: Let A (a1, a2, a3) be a vector and a be a scalar. If aA either a = 0 or A = 0. i) Clea
statement: Let A (a1, a2, a3) be a vector and a be a scalar. If aA either a = 0 or A = 0. i) Clear explain why the following proof is incorrect: = Proof: If A the following: = a A a A A A 0 0, then we are done. If A # 0, then we have - - α = 0 Note that this is given = ii) Provide the correct proof of the statement. 0, then
Consider the following