Degree: Physical Natural Sciences (Masters) - Cambridge University
Hi, my name’s Aleksandr and I have an unconditional offer to study Physical Natural Sciences (Physics, Maths, Chemistry and Materials) at the University of Cambridge starting September 2015. I have experience tutoring A level and GCSE and can tutor Mathematics, Further Mathematics, Physics and Chemistry as well as Extended Project and personal statement preparation.
During the sessions I focus initially on developing a thorough understanding of the topics before moving on to practicing questions. I aim to make them informal and enjoyable, structuring them according to your requirements as a student.
Typically I will explain the concepts in detail and go through some examples before getting you to work through some questions to check your understanding.
I have recently completed a second year Open University course in mathematics (awaiting results). Additionally I have worked as a content creator in an outreach initiative aimed at students studying physics at A level and GCSE (IsaacPhysics.org)
|Chemistry||A Level||£20 /hr|
|Further Mathematics||A Level||£20 /hr|
|Maths||A Level||£20 /hr|
|Physics||A Level||£20 /hr|
|-Personal Statements-||Mentoring||£20 /hr|
|Extended Project Qualification||A-Level||A*|
Colette (Parent) December 21 2015
Colette (Parent) December 30 2015
Colette (Parent) December 11 2015
Colette (Parent) November 27 2015
Using integration by parts: split xcos(x) into x multiplied by cos(x). Differentiating x gives 1 and integrating cos(x) gives sin(x). The integral of xcos(x) can therefore be rewritten as xsin(x) - integral of 1*sin(x) using the formula for integration by parts. The integral of sin(x) is -cos(x), so the integral of xcos(x) becomes xsin(x) -(-cos(x)) which simplifies to xsin(x)+cos(x)+C where C is an arbitrary constant of integration.see more