This specialization builds on topics introduced in single and multivariable differentiable calculus to develop the theory and applications of integral calculus. , The focus on the specialization is to using calculus to address questions in the natural and social sciences. Students will learn to use the techniques presented in this class to process, analyze, and interpret data, and to communicate meaningful results, using scientific computing and mathematical modeling. Topics include functions as models of data, differential and integral calculus of functions of one and several variables, differential equations, and optimization and estimation techniques.
AT
nice but assignment questions should be more tough
GR
Another great course! 15th I've taken by the same instructor:)
LS
Instruction became more rushed as the material became more complex and abstract.
JS
Loved it... learned a whole lot about (what would've been) AP Integral Calculus. MY favourite part was the 'vector functions'!
AA
good conceptual coverage of underlying topicsthe instructor also was clear in the delivery of the content and the course progressed smoothlythe assignments were challenging but understandable
TH
This is an excellent course to learn advanced calculus. Very well taught!
Showing: 9 of 10
Excellent class! It covers several topics in finite and infinite sums, and a concise introduction to Integral Calculus. The structure of this course is amazing. A good base in limits of functions helps.
The easiest and the most straightforward introduction to integrals I've ever came across.
Los ejercicios y problemas son adecuados y muy desafiantes
nice but assignment questions should be more tough
very interesting
Muy buen curso
Great
:)
the peer grading is annoying i hate coursera interface oml