Les résultats de recherche pour: 'richard jenkins let me in'
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- Let {an} be any sequence of real numbers such that limn→∞ nan = 0. Prove that limn→∞ 1 1 n an 1/n = e
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- let A=[2 4, 4 2], y1=[e^(6t),e^(6t)], y2=[e^(-2t),-e^(-2t)], k=[-3,9] verify that {y1,y2} is a fundamental set of solutions for
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