 Wysłany: Pią 22:57, 01 Kwi 2011 Temat postu: Ruler analysis _2411 |
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| Ruler Analysis
, R). It can be seen ∈,. 7) prove that ct a (zl, ... ,。.)。 By the above 1) are known to (:C ,(。-.':.)。 so,: (2l, ..., 0.). Finally, to prove the necessary and sufficient conditions for the theorem:: by :..':. Ruler Gan: ∈ (: ..':.) Gan: ∈ C, iii: ∈ (¨Theorem 5 Let F = Q (:. Card first consider [(polynomial z) are only two possibilities; z) = z-l, or z) a z a ,],[Similar to discuss [('. [(¨)(That [(5 On the exercise class in Physics Teaching Status and Role of Ma Shihao from years of teaching practice, I deeply appreciate the exercise class is an essential teaching physics teaching, we must pay close attention. Here to talk about physics teaching recitation Yikongzhijian. First, the exercise class status in physics teaching physical exercise class, a theory is an important part of teaching is to continue and supplement classroom teaching. Certification issued by the State Education Commission of Higher Technical School, College Physics Teaching basic requirements, %, for step by step to achieve not less than l5. In China, many major universities in the exercise class is experienced by the teaching of teachers to teach. Many foreign universities, teaching the importance of exercise is more different from the general. In the early eighties an international seminar on teaching methods, a former Soviet scholars for decades how they insist on the recitation of the circumstances made a special proclamation, has attracted attention of participants. Some foreign students usually can not listen to the teacher talk about theory, but each recitation class is never absent. Generally felt that the exercise class can be learned from books and school teachers can not solve the problem of the methods and techniques,p90x workout schedule, you can open this continues, have [(] a 1 or [(. '. ['(1 ):'([(-., H) l (.., Ur - 3)] ... [(l, 2) l (1 )]·[(. Theorem 6 Let F-Q (:..,:.,:..,:.), then either be: a,:. with a ruler and compasses will be on the plural = number of times as a power of 2 algebra element. permit because: ∈ (..[(  :] I2, which [(:] a 2, where s ≤,, '. So: is a 2-algebra on the yuan. |
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