Mat 361 Syllabus

Mat 281 or equivalent with grade c or better.

Mat 361 syllabus. Mat exam syllabus for august september mat 2020 is divided into 5 key sections namely language comprehension mathematical skills data analysis and sufficiency intelligence and critical reasoning indian and global environment with 40 questions in each section. The course begins with a thorough review of geometry including using synthetic and algebraic approaches and. Tentative syllabus for mat 361 chapter 1. Therefore applicants also get details about the mat may pattern test dates along with mat syllabus 2020 may.

This course continues the development of the concepts and procedures of mat 230 or both mat 301 and mat 302 with an emphasis on practical applications to science business and industry. Within this course students will undergo an introduction to probability theory independence and conditional probabilities including bayes theorem. Hence candidates appering for multiple exams should design their preparation for overlapping topics. Mat syllabus 2020 has been released by aima.

Preview the online syllabus please visit the university bookstore to view the correct materials for each course by semester as the contents of the actual online syllabus may differ from the preview due to updates or revisions undergrad courses. Download section wise mat 2019 syllabus free pdf here. Mat 301 syllabus fall 2018 sebastian hoyos torres. This course focuses on probability theory needed to understand statistical inference.

It is noticed by experts that aima hardly repeats question in mat thus practicing with new sample sets can be helpful. Aspirants who have applied for mat may 2020 can check this article. Mat syllabus 2020 pdf download may test pattern. Non euclidean geometry will also be investigated.

A review of basic statistical concepts regression analysis categorical data analysis analysis. Mat syllabus is designed keeping in mind other competitive exams of the same level. To perform well in mat exam it is important to prepare as per the syllabus. Geometry presents a formal and fundamental development of neutral and euclidean geometry with an emphasis on valid arguments.

Probability theory 2 lectures 1 1 probabilities 1 2 events 1 3 combinations of events 1 4 conditional probability 1 5 probabilities of event intersectins 1 6 posterior probabilities 1 7 counting techniques. The questions in each section based on mat syllabus are of moderate difficulty level. Study of the abstract formalization of digital computers. Mat 367 numerical analysis i 3 units eoy.

Mat 361 mathematical methods in operations research i. Mat 361 finite automata 3 units f.