What on-the-job postgraduate training institutions are there in Xi 'an?

The postgraduate training institutions in Ann include Wang Education and Gaotu Postgraduate Education, but Gaotu Postgraduate Education is the first choice. This is the top in the country and an excellent teaching team. Students who have rich teaching experience and want to go ashore early can poke the following links (politics, mathematics, English courses, you can listen for free! The quota is limited, hurry if necessary! There must be a time limit for the postgraduate entrance examination. 0 yuan can get the online course of Gaotu Postgraduate Entrance Examination+preparation plan+over 88 study materials+targeted school selection suggestions.

On-the-job postgraduate is a postgraduate entrance examination mode specially set up for on-the-job personnel, which is very suitable for on-the-job personnel with irregular work and study hours. There are two kinds of certificates and double certificates. The conditions for applying for the exam are: five years of college graduation and three years of undergraduate graduation. Registration is unified in June 65438+ 10 every year, confirmed on the spot in June/kloc-0+10, the national unified examination is held in June 65438+ the following year10, and the re-examination is held in April, and the school starts in September. On-the-job graduate students generally study for 3 years.

For those who are interested in graduate students, first of all, learn about the advanced postgraduate entrance examination and the postgraduate entrance examination math teachers: senior teachers in the industry and peerless beauties in the mathematics field. The teaching method is unique and effective, which can effectively combine advanced mathematics, linear generation, probability and other methodologies and skills to help students score quickly. The curriculum model is:

1. Postgraduate entrance examination planning stage: mathematical analysis of postgraduate entrance examination, and annual mathematics review guidance.

2. Basic stage: lay a solid foundation and master knowledge points (explain basic concepts, theories and calculation ideas).

3. Strengthening and consolidation stage: detailed explanation of ideas (explanation of examination questions and corresponding ideas and methods for solving problems)

4. Special practice stage: strengthen refinement and consolidate training (special topic explanation, special content analysis)

5. Complete set of explanation questions (optional course): complete set of explanation questions, systematic practice questions.