What do you cover in a maths degree?

Standard maths degrees typically include a mixture of pure maths, statistics and applied maths. In your first year you are usually expected to study core modules that cover a broad range of topics. There is likely to be the opportunity to specialise more if you wish in subsequent years.

What are the college levels of math?

MATH Course Listing

• Topics for Mathematical Literacy (MATH 105, 3 Credits)
• College Algebra (MATH 107, 3 Credits)
• Trigonometry and Analytical Geometry (MATH 108, 3 Credits)
• Pre-Calculus (MATH 115, 3 Credits)
• Calculus I (MATH 140, 4 Credits)
• Calculus II (MATH 141, 4 Credits)
• Calculus III (MATH 241, 4 Credits)

Can you do maths in university?

If you enjoy the challenge of solving mathematical problems and want to improve your analytical skills, studying maths at university could be an option. Courses cover applied areas such as mechanics, statistics and computational mathematics, as well as the study of maths for its own value.

Is fundamentals of university mathematics a good text book?

Many students who have previously utilised Fundamentals of University Mathematics recommend it highly therefore it is well worthy of consideration and is available to buy from many online outlets. This useful text book helps bridge the gap for Maths students between leaving college and studying at university.

What is the purpose of an undergraduate math degree?

There seems to be a misunderstanding of the purpose of an undergraduate degree in math. It is not the books that you read but the ability to read and do proofs. To this end, an undergraduate mathematics curriculum usually cor A2A. What are some must-read books for a math undergraduate?

What is the best book on the history of mathematics?

A non conventional book aimed at undergraduates taking Maths by Professor J David Logan of University of Nebraska, Mathematics and Its History comes at the topic through the lens of history enabling the student to appreciate all maths theories in their historical context.

Does the book contain any proofs in the math section?

The book does contain some proofs, but not in the rigorous form of a standard math text. It does include more historical background on the concepts than most math texts do, which is nice. Each chapter is accompanied by problems, and an answer key (with explanations) is at the end of the book.