Analysis 3 Honours: Functional analysis, Spectral theory and Applications
MATH 3325

Fall 2015
1.
(a)
(i) From the data, we see that low tide is 0.4m whilst high tide is 1.1m. Hence
(ii)
mean value =: =
1.1 + 0.4
= 0.75m,
2
amplitude =: =
The four low tides occur at:
1.1 0.4
= 0.35m.
2
6:10am Friday, 6:39am Saturday, 7:02am Sunday and 7:16am Monday
Analysis 3 Honours: Functional analysis, Spectral theory and Applications
MATH 3325

Fall 2015
The University of Sydney
MATH1011 Applications of Calculus
Summer School
Assignment
2015
This assignment allows you to write out careful solutions to typical MATH1011 exam questions. It is worth 20% of the unit assessment and is split into 10 equal parts:
Analysis 3 Honours: Functional analysis, Spectral theory and Applications
MATH 3325

Fall 2015
T HE U NIVERSITY OF S YDNEY
S CHOOL OF M ATHEMATICS AND S TATISTICS
Tutorial 2
SS1001: Differential Calculus
Summer School, 2015
Web Page: http:/www.maths.usyd.edu.au/u/UG/SS/SS1001/
Assumed knowledge
Basic arithmetic involving complex numbers in Cartesia
Analysis 3 Honours: Functional analysis, Spectral theory and Applications
MATH 3325

Fall 2015
8003A SEMESTER 2 2008
THE UNIVERSITY OF SYDNEY
FACULTIES OF ARTS, ECONOMICS, EDUCATION,
ENGINEERING AND SCIENCE
MATH1003
INTEGRAL CALCULUS AND MODELLING
November 2008 LECTURERS: R Crossman
A Nelson
TIME ALLOWED: One and a half hours
This examination has t