Prepared by: Jun
Content
Background
Definition
How an individual use cloud computing
Cloud computing for company
Advantages and
Disadvantages
Conclusion
Background
The name cloud
computing was
inspired by the
cloud symbol thats
often used to
represent the
University of Nottingham
School of Mathematical Sciences
HG1M01
Calculus for Engineers
Submission Date: Tuesday, 28 November 2006
Assignment 3
The following exercises are to be used for coursework assessment in the module HG1MO1. Credit
will be given for
University of Nottingham
School of Mathematical Sciences
HG1M01
Calculus for Engineers
Submission Date: Tuesday, 14 November 2006
Assignment 2
The following exercises are to be used for coursework assessment in the module HG1MO1. Credit
will be given for
University of Nottingham
School of Mathematical Sciences
HG1M01
Calculus for Engineers
Submission Date: Tuesday, 31 October 2006
Assignment 1
The following exercises are to be used for coursework assessment in the module HG1MO1. Credit
will be given for r
University of Nottingham
School of Mathematical Sciences
HG1 M01 Calculus for Engineers
Response Sheet Assignment 1
Submission deadline: Tuesday 27 October 2009, 4pm
Please show your working in the area provided and write your answers in the
appropriat
University of Nottingham
School of Mathematical Sciences
HG1M01
Calculus for Engineers
Submission date: Friday 30 November 2007
Assignment 3
The following exercises are to be used for coursework assessment in the module HG1M01. Credit will be
given for re
University of Nottingham
School of Mathematical Sciences
HG1M01
Calculus for Engineers
Submission date: Friday 16 November 2007
Assignment 2
The following exercises are to be used for coursework assessment in the module HG1M01.
Credit will be given for re
University of Nottingham
School of Mathematical Sciences
HG1M01
Calculus for Engineers
Submission date: Tuesday 30 October 2007
Assignment 1
The following exercises are to be used for coursework assessment in the module HG1M01.
Credit will be given for re
University of Nottingham
School of Mathematical Sciences
HG1M01
Calculus for Engineers
Submission deadline: Tuesday 25 November 2008, 4pm
Assignment 3
The following exercises are to be used for coursework assessment in the module HG1M01. Credit
will be gi
University of Nottingham
School of Mathematical Sciences
HG1M01
Calculus for Engineers
Submission deadline: Tuesday 11 November 2008, 4pm
Assignment 2
The following exercises are to be used for coursework assessment in the module HG1M01. Credit
will be gi
University of Nottingham
School of Mathematical Sciences
HG1M01
Calculus for Engineers
Submission deadline: Tuesday 28 October 2008, 4pm
Assignment 1
The following exercises are to be used for coursework assessment in the module HG1M01. Credit
will be giv
HG1M01
The University of Nottingham
School of Mathematical Sciences
A LEVEL 1 MODULE, AUTUMN 20092010
CALCULUS FOR ENGINEERS
COURSEWORK TEST TUESDAY 1 DECEMBER 2009
Time allowed 40 Minutes
Candidates must NOT start writing their answers until told to do s
University of Nottingham
School of Mathematical Sciences
HG1M01
Calculus for Engineers
Submission deadline: Tuesday 24 November 2009, 4pm
Assignment 3
The following exercises are to be used for coursework assessment in the module HG1M01. Credit will be
gi
University of Nottingham
School of Mathematical Sciences
HG1M01
Calculus for Engineers
Submission deadline: Tuesday 10 November 2009, 4pm
Assignment 2
The following exercises are to be used for coursework assessment in the module HG1M01. Credit
will be gi
University of Nottingham
School of Mathematical Sciences
HG1M01
Calculus for Engineers
Submission deadline: Tuesday 27 October 2009, 4pm
Assignment 1
The following exercises are to be used for coursework assessment in the module HG1M01. Credit
will be giv
The University of Nottingham
School of Mathematical Sciences
A LEVEL 1 MODULE, AUTUMN 20102011
CALCULUS FOR ENGINEERS
COURSEWORK TEST THURSDAY 2 DECEMBER 2010
Time allowed 40 Minutes
Candidates must NOT start writing their answers until told to do so.
Thi
HG1M01
Calculus for Engineers
The maximum marks for each section are denoted in brackets [ ].
1. Simplify
(a) sin(arctan(x).
[5]
(b) arccos(sin(x).
[5]
Answer:
2. (a) The exponential function f (t) = Cet satises the conditions f (0) = 2 and f (1) = 0.5.
D