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数学理学学士,具有中学教师认证的硕士学位课程

Bachelor of Science in Mathematics with Master's Level Coursework for Secondary Teacher Certification

密苏里大学圣路易斯分校

University of Missouri - St. Louis

US美国

  • 学历文凭

    学历文凭

    Combined Baccalaureate and Master's Prog

  • 专业院系

    专业院系

    Mathematics and Computer Science

  • 开学时间

    开学时间

  • 课程时长

    课程时长

  • 课程学费

    课程学费

    汇率提示

国际学生入学条件

Students in their last year of high school should submit transcripts for all years completed thus far. Students who have completed high school must submit final transcripts and degree certificates or exam results.

Students who have studied at a college or university must submit university transcripts to date. If you have completed more than 24 credit hours at a university, you do not need to submit high school transcripts.

Transcripts are required from all high schools or universities attended. Minimum requirements are 61 TOEFL, 5.5 IELTS, 44 PTE-A, or 85-90 Duolingo
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  • 雅思总分:5.5
  • 托福网考总分:61
  • 托福笔试总分:160
  • 其他语言考试:44 PTE-A, or 85-90 Duolingo

CRICOS代码:
申请截止日期: 请与IDP顾问联系以获取详细信息。

课程简介

除了BS Ed。,学生还可以选择完成其本科学历的学士学位或BS学位,然后进入研究生院攻读硕士课程的教学证书。教育学院有一个为期一年的研究生证书加速课程,称为“ Teach in 12”,或者学生可以选择传统的认证途径。研究生的认证课程可以申请其他中等课程,以申请中学教育的硕士学位。在数学方面,该系提供的工作可导致获得数学专业的文学学士学位(BS),获得数学专业的理学学士学位(BS),注重数据科学的数学BS(需获得CBHE批准),获得数学学士学位。强调财政数学,并与教育学院合作,获得中等教育学士学位(BSE
In addition to the B.S. Ed., students may opt to complete a B.A. or B.S. degree in their discipline as an undergraduate, followed by admission to the Graduate School for Master's level teaching certification. The College of Education has a one-year accelerated program for post-graduate certification called Teach in 12, or students can choose a traditional path to certification. Graduate coursework for certification can apply towards a Master's Degree in Secondary Education, with additional coursework. Students interested in Master's Level teacher certification should contact the advising office (OASIS) 314-516-5937 in the College of Education. Note: To obtain teaching certification, DESE requires a 3.0 GPA in the discipline and professional education coursework, as well as a 2.75 GPA overall.<br>A successful undergraduate should, upon completion, be able to:<br>Write clear, logically consistent proofs.<br>Read, understand and assess the veracity of logical arguments or mathematical proofs.<br>Reformulate problems or questions in relevant mathematical terms.<br>Solve problems which involve analysis, algebra or linear algebra, elementary number theory, elementary probability or statistics.<br>Demonstrate basic proficiency in speaking, reading and writing in a language in addition to English.
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