# MATH2020A - Advanced Calculus II - 2014/15

Course Name:
Course Year:
2014/15
Term:
1

### Announcement

• The first tutorial class will be held on 4/9/2014
• Homework is due in the box on the second floor of LSB on THURSDAY at midnight
• Midterm is on Oct. 13, 4:30-6pm, covering material up to the 4th week. Don't miss it - there will be no make-up!
• No tutorial session on Oct. 16.
• There is some mistake in the proof of Archimedes' principle, i.e., the surface should be assumed to be fully submerged into the fluid. You may take a look at the tutorial note 9.
• There is no tutorial class at 20/11/2014
• Final exam is scheduled on Dec, 9, 3:30-5:30pm, covering Chapter 15, 16 of "Thomas' Calculus".
• There is a small mistake on the answer of HW9#5)d) discussed at the tutorial class. You may take a look at the tutorial note 10.
• The reference solution for the final exam is uploaded. Those who are interested in it may take a look :)

### General Information

#### Lecturer

• Zhongtao WU
• Office: LSB 235
• Tel: 3943 8578
• Email:

#### Teaching Assistant

• Ka-Ho WONG
• Office: LSB 232
• Tel: 3943 3575
• Email:
• Xiaohui NIU
• Office: LSB 222A
• Tel: 3943 3575
• Email:

#### Time and Venue

• Lecture: Mo 4:30pm - 6:15pm; Th 5:30pm - 6:15pm, LSB LT2
• Tutorial: Th 4:30pm - 5:15pm; Th 6:30pm - 7:15pm, LSB LT2

### Course Description

This is a continuation of MAT2010. The following topics will be discussed: multiple integrals, change of variables formula, vector analysis, line and surface integral, Green's Theorem, divergence theorem, and Stokes' theorem.

### Textbooks

• Thomas' Calculus, Multivariable (12th Edition), by Thomas, Weir, and Hass, of Pearson

### Assessment Scheme

 Homework 10% Midterm Exam 30% Final Exam 60%