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Trigonometric functions, manipulation of trigonometric identities, use of addition and double-angle formulas for expressing values of trigonometric functions in the surds form. Proving and solving algebraic inequalities. Manipulation of algebraic equations involving the square root and modulus functions.

#Derivative of log absolute value full#

If you have been unable to resolve your issues in any of the above ways then please email the lecturer at Please follow the School of Mathematical Sciences email etiquette policy, ) in particular, don't forget to include your full name and student ID, and be sure to send it from your QMUL email address. For concrete queries, the best way to get a quick answer is to post in the Student Forum where your question can be seen (and answered by) anyone – often many people are wondering about the same thing! Tutorials provide another good opportunity to get help and, of course, you can also ask the lecturer during live lectures. This is normal and you may find it helps just to talk to other students. There will undoubtedly be times during the term when you get stuck or experience problems. University study is a full-time job In total, you are expected to be spending about 8-10 hours study per module per week.

Address residual doubts and worries by posing questions in the Student Forum (anonymously if preferred).

Attend the tutorials, from Week 2 onwards, to check your comprehension of the material covered so far.

Attempt the quiz-coursework (Weeks 3, 5, 8, 10, 12) and the end-of-the-week quiz.

Read the indicated textbook sections thoroughly. In order to succeed in this module, you should do the following each week. The weekly tutorials, starting in Week 2, will allow you to check your comprehension of the material coveredĪnd get to know your fellow students in a small-group setting. You will obtain feedback on your assignments through MyLab Math.

In addition, there will be a one-hour on-campus tutorial every week, starting from Week 2, which will not be recorded.Įach teaching week covers material from the indictated sections in the module textbook Thomas' Calculus (14th Edition in SI Units, Pearson 2019), which you should read through before the lectures.

All 4 lectures will be available online, live and as a recording, through the Online Course Room.

The Monday lectures will take place 9-11am in the Great Hall of the People's Palace, while the Tuesday lectures will take place 2-4pm online in the Online Course Room.

There will be 4 one-hour lectures every week, delivered in 2 hour slots on Mondays and Tuesdays. Teaching will be mixed mode this term, which means that there will be a mixture of on-campus and online activities. For more detailed information on this check out the link

#Derivative of log absolute value how to#

Will receive an email with instructions how to obtain the electronic copy and the You then have a choice of either buying a hardcopy, which will be delivered to you in few days together with the MyLab Math access code, or you can buy an electronic copy, in which case you.John Smith's Student Store at QMUL and use the left hand block `Student login' to log in with your QMUL email address (typically of the form or with the John Smith password sent to you by email.

Check your QMUL account for an email from John Smith's containing a password.

How to obtain the module textbook and the MyLab Math access code:

#Derivative of log absolute value code#

Note that the access code is only valid for a single registration, so if you buy a second-hand copy of the textbook, the access code will not work.

#Derivative of log absolute value registration#

Your MyLab Math registration for Calculus I will remain valid for Calculus II, a follow-up module you will be taking next semester. You can obtain them together as a package at reduced price from John Smith's Student Store at QMUL. This module is based on the module textbook Thomas' Calculus, 14th Edition in SI Units (Pearson, 2019) supplemented by the virtual learning environment MyLab Math,Īcquiring the book and access code is mandatory.