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Department of mathematics maths 253 study guide for semester 1 2017

Department of Mathematics MATHS Study Guide for Semester Welcome to MATHS which is the standard sequel to MATHS available in semesters and on the City Campus It covers topics in linear algebra multi-variable calculus and their applications It lays a foundation for a large number of stage courses in pure and applied mathematics and statistics and also for many advanced courses in physics and various other applied sciences Title MATHS is also known as Advancing Mathematics Lecturer course coordinator Prof Arkadii Slinko O ?ce Room oor Maths-Physics building phone extn O ?ce hours Monday Thursday Friday - pm other times by appointment E-mail a slinko auckland ac nz Lecturer Dr Jeroen Schillewaert O ?ce Room oor Maths-Physics building phone extn TBA O ?ce hours TBA Email TBA Times and rooms a Lectures Monday pm in S - Clock Tower Thursday Friday pm in - b Tutorials Tuesday pm in - B pm in -B Wednesday am in -B Thursday pm in -B There will be no tutorial in week Description a Points This is a -point course b Pre-requisites or or Physics or Physics Students wanting to take directly from must have an A in and must discuss the situation with the course coordinator such students will need to do some extra work to catch up especially over the ?rst weeks In general students from should take before c Restrictions You cannot include MATHS along with MATHS if you took prior to its termination or Physics in your degree C d Aims The main aim is to complete the students preparation prior to commencing the various advanced and more theoretically rigorous level papers Students will be required to reach a good technical skill level in linear algebra and in calculus There will be emphasis on combining multi- variable calculus with linear algebra in a way that is suitable for further advanced study Expectations of students a Pre-requisite knowledge In addition to the pre-requisite papers noted above it is also essential that students have an ability and a desire to follow reasoning b Recommended preparation MATHS or MATHS if you took it prior to its termination c Study expectations All students are expected to do hours per week on this course This comprises hours of lectures hour of tutorial and hours of individual work This may take the form of preparation for lectures reading the textbook doing assignments preparing for tutorials visiting the lecturer during o ?ce hours and so on Resources a Texts Linear Algebra Poole and Calculus Stewart They are available new at both the University Bookshop in the Student Commons area and VOL Bookshop Symonds St These texts are also the texts for b Lecture Notes The lecture notes are available in electronic form on Canvas and will be available from SRC as a booklet Excellent explanations and worked examples are also available directly from the textbooks Technology The Department of Mathematics is using the software package Matlab for all undergraduate courses Matlab knowledge will be useful especially