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Past exam of the mathematics course of the University of Cambridge
/
2006
/
ii
/
Paper 3
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University of Cambridge
Course of the University of Cambridge
Mathematics course of the University of Cambridge
Past exam of the mathematics course of the University of Cambridge
2006
ii
Created
2026-09-24
Updated
2026-09-24
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www.maths.cam.ac.uk/undergrad/pastpapers/files/2006/PaperII_3.pdf
Table of contents
1H
Paper 3
Solution
1H
2G
Paper 3
Solution
2G
3F
Paper 3
Solution
3F
4G
Paper 3
Solution
4G
5I
Paper 3
Solution
5I
6B
Paper 3
a
6B
Solution
a
b
6B
Solution
b
7E
Paper 3
Solution
7E
8E
Paper 3
Solution
8E
9C
Paper 3
i
9C
Solution
i
ii
9C
Solution
ii
10D
Paper 3
a
10D
Solution
a
b
10D
Solution
b
11H
Paper 3
Solution
11H
12G
Paper 3
Solution
12G
13B
Paper 3
a
13B
Solution
a
b
13B
Solution
b
c
13B
Solution
c
14E
Paper 3
a
14E
Solution
a
b
14E
Solution
b
c
14E
Solution
c
15C
Paper 3
i
15C
Solution
i
ii
15C
Solution
ii
16H
Paper 3
a
16H
Solution
a
b
16H
Solution
b
17F
Paper 3
Solution
17F
18H
Paper 3
Solution
18H
19F
Paper 3
a
19F
Solution
a
b
19F
Solution
b
c
19F
Solution
c
20H
Paper 3
Solution
20H
21G
Paper 3
Solution
21G
22F
Paper 3
Solution
22F
23H
Paper 3
a
23H
Solution
a
b
23H
Solution
b
24J
Paper 3
a
24J
Solution
a
b
24J
Solution
b
c
24J
Solution
c
25J
Paper 3
Solution
25J
26J
Paper 3
a
26J
Solution
a
b
26J
Solution
b
c
26J
Solution
c
27I
Paper 3
a
27I
Solution
a
b
27I
Solution
b
c
27I
Solution
c
28I
Paper 3
Solution
28I
29A
Paper 3
Solution
29A
30B
Paper 3
Solution
30B
31E
Paper 3
a
31E
Solution
a
b
31E
Solution
b
c
31E
Solution
c
32D
Paper 3
Solution
32D
33A
Paper 3
Solution
33A
34D
Paper 3
Solution
34D
35E
Paper 3
Solution
35E
36B
Paper 3
Solution
36B
37C
Paper 3
Solution
37C
38C
Paper 3
a
38C
Solution
a
b
38C
Solution
b
1H
(Number Theory)
0
0
0
Paper 3
Solution
0
0
0
1H
2G
(Topics in Analysis)
0
0
0
Paper 3
Solution
0
0
0
2G
3F
(Geometry and Groups)
0
0
0
Paper 3
Solution
0
0
0
3F
4G
(Coding and Cryptography)
0
0
0
Paper 3
Solution
0
0
0
4G
5I
(Statistical Modelling)
0
0
0
Paper 3
Solution
0
0
0
5I
6B
(Mathematical Biology)
0
0
0
Paper 3
a
0
0
0
6B
Solution
0
0
0
a
b
0
0
0
6B
Solution
0
0
0
b
7E
(Dynamical Systems)
0
0
0
Paper 3
Solution
0
0
0
7E
8E
(Further Complex Methods)
0
0
0
Paper 3
Solution
0
0
0
8E
9C
(Classical Dynamics)
0
0
0
Paper 3
i
0
0
0
9C
Solution
0
0
0
i
ii
0
0
0
9C
Solution
0
0
0
ii
10D
(Cosmology)
0
0
0
Paper 3
a
0
0
0
10D
Solution
0
0
0
a
b
0
0
0
10D
Solution
0
0
0
b
11H
(Number Theory)
0
0
0
Paper 3
Solution
0
0
0
11H
12G
(Coding and Cryptography)
0
0
0
Paper 3
Solution
0
0
0
12G
13B
(Mathematical Biology)
0
0
0
Paper 3
a
0
0
0
13B
Solution
0
0
0
a
b
0
0
0
13B
Solution
0
0
0
b
c
0
0
0
13B
Solution
0
0
0
c
14E
(Further Complex Methods)
0
0
0
Paper 3
a
0
0
0
14E
Solution
0
0
0
a
b
0
0
0
14E
Solution
0
0
0
b
c
0
0
0
14E
Solution
0
0
0
c
15C
(Classical Dynamics)
0
0
0
Paper 3
i
0
0
0
15C
Solution
0
0
0
i
ii
0
0
0
15C
Solution
0
0
0
ii
16H
(Logic and Set Theory)
0
0
0
Paper 3
a
0
0
0
16H
Solution
0
0
0
a
b
0
0
0
16H
Solution
0
0
0
b
17F
(Graph Theory)
0
0
0
Paper 3
Solution
0
0
0
17F
18H
(Galois Theory)
0
0
0
Paper 3
Solution
0
0
0
18H
19F
(Representation Theory)
0
0
0
Paper 3
a
0
0
0
19F
Solution
0
0
0
a
b
0
0
0
19F
Solution
0
0
0
b
c
0
0
0
19F
Solution
0
0
0
c
20H
(Algebraic Topology)
0
0
0
Paper 3
Solution
0
0
0
20H
21G
(Linear Analysis)
0
0
0
Paper 3
Solution
0
0
0
21G
22F
(Riemann Surfaces)
0
0
0
Paper 3
Solution
0
0
0
22F
23H
(Differential Geometry)
0
0
0
Paper 3
a
0
0
0
23H
Solution
0
0
0
a
b
0
0
0
23H
Solution
0
0
0
b
24J
(Probability and Measure)
0
0
0
Paper 3
a
0
0
0
24J
Solution
0
0
0
a
b
0
0
0
24J
Solution
0
0
0
b
c
0
0
0
24J
Solution
0
0
0
c
25J
(Applied Probability)
0
0
0
Paper 3
Solution
0
0
0
25J
26J
(Principles of Statistics)
0
0
0
Paper 3
a
0
0
0
26J
Solution
0
0
0
a
b
0
0
0
26J
Solution
0
0
0
b
c
0
0
0
26J
Solution
0
0
0
c
27I
(Stochastic Financial Models)
0
0
0
Paper 3
a
0
0
0
27I
Solution
0
0
0
a
b
0
0
0
27I
Solution
0
0
0
b
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ii
2006
Past exam of the mathematics course of the University of Cambridge
Mathematics course of the University of Cambridge
Course of the University of Cambridge
University of Cambridge
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