{ { -} atop {f } }^{-1 }
defines an injection of B onto the subset
{ -} atop {A }
of A. The proof is now complete. ■
Theorem 5 (Well-ordering principle)
Every set can be well ordered.
pf) Let A be an arbitrarily given set which is to be well ordered. Consider the set
{ A}^{* }
of all well-ordere
문제 중 5개 문제(5번, 9번, 10번, 13번, 14번)에 대해 풀이를 해설하시오. 단, 정답은 왜 정답인지, 오답은 왜 오답인지를 상세히 설명하십시오. [문항 당 3점씩 총 15점]
2. 제3장의 연구과제 4번(교재 p.71)을 푸시오. [5점]
3. 제4장의 연습문제 2
Homework#2.docx
염승재_2005311825_HW4.pdf
염승재_2005311825_HW5.pdf
Homework3.zip(8개의 jpg파일)
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위 교제의 연습문제에 대한 풀이 및 과제 입니다.
Theory and Practice』, Routledge,
London and New York
Diamond, Judy / Judy Diamond, 『Practical Evaluation Guide: Tools for Museums and Other
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George E. Hein,「Evaluation of museum program and exhibts」,『Museum Education』,
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Lo
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1. 연구의 필요성 및