数学理学学士-教学
Bachelor of Science in Mathematics - Teaching

加州州立大学弗雷斯诺分校

US

QS排名:

  • 学历文凭

    Bachelor Degree

  • 专业院系

    数学

  • 开学时间

  • 课程时长

  • 课程学费

    汇率提示

国际学生入学条件

Original or certificated copies of in-progress or final transcripts:
High school (or secondary and higher secondary) transcripts, mark sheets or grade reports with literal English translation.
Submit a copy of the information/photo passport page.
Personal Statement: Statement of purpose, principal's or teacher's recommendation is encouraged but not required.
TOEFL – 61 iBT, or
IELTS – 6.0 or with 5.5 Band score in each section, or
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雅思考试总分

6.0

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  • 雅思总分:6
  • 托福网考总分:61
  • 托福笔试总分:160
  • 其他语言考试:Pearson's Test of English – 45
CRICOS代码:
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课程简介

数学和相关学科在我们的文化中起着重要的双重作用。一方面,数学本身就是一项研究,另一方面,它是表达和理解科学,工程学以及越来越多其他领域中的思想的必不可少的工具。结果,近年来数学家的就业机会正在扩大。该系提供的课程旨在发展两种角色的技能,并加深理解。<br>由于受过训练的数学家可以在许多不同领域找到工作或继续学习,因此该系提供了很多数学专业的选修课数。通过选择合适的课程,学生可以灵活地适应他们的个人兴趣。学生应咨询部门顾问以获取有关哪种选修课适合其职业道路的具体建议。
Mathematics and related subjects play important dual roles in our culture. On the one hand, mathematics is a study in its own right, on the other hand, it is an indispensable tool for expressing and understanding ideas in the sciences, engineering, and an increasing number of other fields. As a consequence, employment opportunities for mathematicians have been expanding in recent years. The courses offered by the department are designed to develop skills in, and an appreciation and understanding of, both roles.<br><br>Because there are so many different areas in which a trained mathematician can find employment or continue studies, the department offers a large number of electives within the mathematics major. By selecting appropriate courses, students have considerable flexibility to accommodate their individual interests. Students should consult with a department adviser for specific recommendations as to which electives are suited to their career paths.<br>The use of mathematics in the modern world. The language and problems of mathematics, including set theory, symbolic logic, types of proofs. Techniques of data analysis and mathematical modeling. How calculus can be used to solve problems in science and engineering. Developing skills in logical thinking and problem solving.
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