exam1 寃��깋寃곌낵
5 건 (1/1 履�)
상세조건
파일종류
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| 以묒븰��� �솕怨듭뼇濡� 議깅낫 exam1solution - 誘몃━蹂닿린瑜� 李멸퀬 諛붾엻�땲�떎. / |
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| �쟾遺곷�� �꽑�삎����닔�븰 議깅낫 exam1 sol / �꽑�삎����닔�븰 �떆�뿕 1 �빐�떟(珥�100�젏) 1. �빐�떟: 踰≫꽣�쓽 �떆�젏�씠 A(1,1)�씠怨�, 踰≫꽣 u=(1,2)��� �룞移섏씤 踰≫꽣瑜� B(1+1, 1+2) = B(2,3)�씠�떎. 2xxx. 9. 29 踰≫꽣�쓽 �떆�옉�젏�씠 A(1,1)�씠怨�, 踰≫꽣 u=(1, 2)��� �룞移섏씤 踰≫꽣�쓽 �걹�젏�쓣 援ы븯�떆�삤. (5�젏) �씪 �븲 �븣, 踰≫꽣�쓽 �걹�젏 B�뒗 2. Rn�쓽 踰≫꽣 u��� v�뿉 ����빐�꽌, uv = vu �엫�쓣 利앸챸�븯�떆�삤. (5�젏) �빐�떟: u = (u1, u2, , un), v = (v1, v2, , vn)�씠�씪 �븯硫� uv = u1v2 + u2v2 ++ unvn = v1u1 + v2u2 ++ vnun = vu 3. 踰≫꽣 v=(4��� |
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| 以묒븰��� �솕怨듭뼇濡� 議깅낫 Exam1 - 誘몃━蹂닿린瑜� 李멸퀬 諛붾엻�땲�떎. / |
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| �쟾遺곷�� �꽑�삎����닔�븰 議깅낫 exam1 sol / �꽑�삎����닔�븰 �떆�뿕 �빐�떟 1 1. (珥�100�젏) Rn�쓽 踰≫꽣 u��� v�뿉 ����빐�꽌, u+v = v+u �엫�쓣 利앸챸�븯�떆�삤. (10) Solution) u + v = (u1, u2 ,, un) + (v1, v2 ,, vn) = (u1+v1, u2+v2,, un+vn) = (v1+u1, v2+u2,, vn+un) = (v1, v2 ,, vn) + (u1, u2 ,, un) =v+u [媛먯젏湲곗��] - 利앸챸�씠 誘명씉�븳 寃쎌슦留덈떎 -2�젏 2. 洹몃┝�뿉 �엳�뒗 �젙�쑁媛곹삎�뿉 ����빐 �떟�븯�떆�삤. (10) (1) 以묒떖�뿉�꽌 媛� 瑗�吏��젏�쑝濡� �뼢�븯�뒗 �뿬�꽢 媛쒖쓽 踰≫꽣�뱾�쓽 �빀��� 臾댁뾿�씤媛� (5) Solution) �쁺踰≫꽣(zero vect��� |
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| [�븳�뼇����븰援� 議깅낫] 誘몃텇�쟻遺꾪븰1 18 19 以묎컙湲곕쭚 議깅낫 / 紐⑸줉 2xxx-1 Final Exam 1 2xxx-1 Final Solution 5 2xxx-1 Midterm Exam11 2xxx-1 Midterm Solution 15 2xxx-1 Midterm Exam23 2xxx-1 Midterm Solution 27 2xxx-1 Spring Final Solution 38 Calculus I 2xxx Spring Final Solution 1. Determine whether the following series converges or diverges. �걞��� �겎�겖�걚ln �걠ln �걚ln �걡 ��� �닞 ��� ��� (sol) Let�걚�걞 �겖��� |
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