A brief comment on the gains and reflections of the training of the class teacher in charge of the kindergartenThe following are some examples of brief comments on the training gains and reflections of the head teachers of the kindergarten:
** 1. Harvest **
1. ** Education Concept Upgraded **
- The training made me have a profound change in the concept of kindergarten education. I realized that children should be the center, pay attention to individual development, and abandon the traditional one-size-fits-all teaching thinking.
2. ** Teaching method improvement **
- They learned a variety of teaching methods, such as the effective application of gamification in kindergarten education, which could greatly increase children's participation and interest in learning.
- Mastering the divided teaching skills that were targeted at the attention characteristics of preschoolers would help to improve the efficiency of classroom teaching.
3. ** Children's psychological understanding **
- He had a deep understanding of the psychological development stages of preschoolers, which would help him better communicate with children and guide their behavior in daily management and teaching.
- I understand that children at this stage have a strong curiosity and desire to explore. The training allowed me to learn how to positively guide this trait into learning motivation.
4. ** Class Management Skills **
- They gained practical class management strategies, such as how to establish positive class rules and create a harmonious class atmosphere, which was very important for the management of children in this special age group.
- He learned to use positive incentive mechanisms to manage the class, replacing the simple punishment management to promote the children's positive behavior habits.
** 2. Reflection **
1. ** Self-teaching practice **
- Reflecting on his past teaching practice, he found that the teaching method was not flexible enough and could not fully adjust the teaching according to the individual differences of the children.
- He realized that when dealing with class discipline problems, sometimes he paid too much attention to the results and ignored the children's psychological feelings. He needed a more humane way to deal with it.
2. ** Integration of educational concepts **
- Although he had accepted the new educational philosophy, it had not been fully integrated into the actual teaching. He needed to further work hard to integrate the child-centered concept into every teaching link.
- He thought about how to better balance the relationship between imparting knowledge and cultivating children's interests. At present, he felt that there was still room for improvement in this area.
3. ** Working with Parents **
- Reflecting on the communication and cooperation with parents, he found that he was not detailed and comprehensive enough to convey the children's learning and development to parents. He needed to improve the communication method and content.
- They realized that they should guide parents to participate more in their children's pre-school education. At present, the work in this area was not deep enough.
<a href="/?from=ask_words" style="color:red" target="_blank">Read more exciting novels for free</a>
What do ordinary solutions and non-ordinary solutions mean?In mathematics,'trivial solution' and 'non-trivial solution' were concepts for equations.
For an equation, if the structure of the solution is very simple and obvious, it cannot be omitted for the sake of completeness, but it is relatively boring. Such a solution is called a trivial solution. For example, for the equation <<Ox = 0>>, when the determinant <<Ox = 0>> is the trivial solution, and the <<Ox = 0>> function can also be regarded as the trivial solution.
The non-trivial solution was a solution that was not as simple and obvious as the trivial solution. For example, in some equations, the exponential function was a non-trivial solution. In the description of Fermat's last theorem, the equation x^{n}+y^{n}=z^{n} has no non-trivial solution for n > 2.(Here, the equation x = 0,y = z^{n}) or the similar case is a trivial solution for any n. Other solutions are non-trivial solutions, but in fact, the equation has no non-trivial solution for n > 2.)
In addition, in some mathematical reasoning, trivial was also used to indicate the easy situation in the proof. For the sake of completeness, it could not be omitted. This was similar to the concept of trivial solution in equations, which was relatively simple and obvious. However, it should be noted that the judgment of ordinariness may be subjective and different in different mathematical context.
The Extraordinary Ordinary Life novel is equally exciting. Everyone is welcome to click and read it!
Super histoire, par contre je n'arrive plus à lire les chapitres depuis chapitre 431. Qui peut me dire comment je peux faire pour continuer à lire l'histoire ? Merci d'avance pour le renseignement