NWI-MOL009
Mathematics 2
Course infoSchedule
Course moduleNWI-MOL009
Credits (ECTS)3
CategoryPB (Propaedeutic)
Language of instructionEnglish
Offered byRadboud University; Faculty of Science; Moleculaire Wetenschappen;
Lecturer(s)
Coordinator		dr. S.J. Maubach
Other course modules lecturer
Lecturer		dr. S.J. Maubach
Other course modules lecturer
Contactperson for the course		dr. S.J. Maubach
Other course modules lecturer
Academic year2017
Starting block
KW2
Course mode
full-time
RemarksOnly available for premaster students Chemistry for Life and a final resit. Others take MOL009A Mathematics 2-3
Registration using OSIRISYes
Course open to students from other facultiesYes
Pre-registrationNo
Waiting listNo
Placement procedure-
Aims
After this course you can
  • integrate functions in one variable by means of substitution, partial integration and partial fractions
  • investigate aspects of curves in dimension 2 and 3 by parametrisation, differentiation and integration
  • understand and apply integration techniques for dimension 2 and 3
  • perform calculations with polar and spherical coordinates
Content
Mathematics 2 comprises Integral Calculus in one or more variables.
Literature
• Book Mathematics 2 (Wim Gielen 2015).

Teaching formats
Only an exam.
This course is available for a final resit for students of previous years. Final resit coincides with the exam of MOL009A in the third quarter.
Pre-master students Chemistry for Life follow the lectures that are scheduled for MOL009A Mathematics 2-3 and register for the exam of MOL009 Mathematics 2.

Topics
• Antiderivatives and Integration
• Conics and Parametric Equations
• Multiple Integrals
• Cylindrical and Spherical Coordinates

Test information
This course is only available for premaster students Chemistry for Life and for students who need a final resit for Mathematics 2. Final resit coincides with the exam of Mathmatics 2-3 in the third quarter,

Prerequisites
This is a course in the theme `Physics and Mathematics'. Required skills: Mathematics 1 (NWI-MOL004) or a similar course. Proficiency in Differential Calculus is indispensable.

Required materials
Reader
Mathematics 2 (Wim Gielen 2015).

Tests
Tentamen
Test weight1
OpportunitiesBlock KW2, Block KW3