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past-exam-of-the-mathematics-course-of-the-university-of-cambridge/2018/ib/paper-2.bigb
= Paper 2
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https://www.maths.cam.ac.uk/undergrad/pastpapers/files/2018/paperib_2_2018.pdf

= 1E
{parent=Paper 2}
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{title2=Linear Algebra}

= Solution
{parent=1E}

= 2G
{parent=Paper 2}
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{title2=Groups, Rings and Modules}

= a
{parent=2g}
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= Solution
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= b
{parent=2g}
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= Solution
{parent=b}

= 3F
{parent=Paper 2}
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{title2=Analysis II R1}

= Solution
{parent=3F}

= 4E
{parent=Paper 2}
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{title2=Metric and Topological Spaces}

= Solution
{parent=4E}

= 5C
{parent=Paper 2}
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{title2=Methods}

= Solution
{parent=5C}

= 6C
{parent=Paper 2}
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{title2=Electromagnetism}

= Solution
{parent=6C}

= 7D
{parent=Paper 2}
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{title2=Fluid Dynamics}

= Solution
{parent=7D}

= 8H
{parent=Paper 2}
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{title2=Statistics}

= Solution
{parent=8H}

= 9H
{parent=Paper 2}
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{title2=Optimisation}

= Solution
{parent=9H}

= 10E
{parent=Paper 2}
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{title2=Linear Algebra}

= Solution
{parent=10E}

= 11G
{parent=Paper 2}
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{title2=Groups, Rings and Modules}

= a
{parent=11g}
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= Solution
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= b
{parent=11g}
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= i
{parent=b}
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= ii
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= Solution
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= iii
{parent=b}
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= Solution
{parent=iii}

= 12F
{parent=Paper 2}
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{title2=Analysis II}

= a
{parent=12f}
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= Solution
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= b
{parent=12f}
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= Solution
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= c
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= Solution
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= 13A
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{title2=Complex Analysis or Complex Methods}

= a
{parent=13a}
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= Solution
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= b
{parent=13a}
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= Solution
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= c
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= Solution
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= d
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= Solution
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= 14G
{parent=Paper 2}
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{title2=Geometry}

= a
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= Solution
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= b
{parent=14g}
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= Solution
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= c
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= Solution
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= d
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= Solution
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= 15B
{parent=Paper 2}
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{title2=Variational Principles}

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= 16A
{parent=Paper 2}
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{title2=Methods}

= a
{parent=16a}
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= Solution
{parent=a}

= b
{parent=16a}
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= Solution
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= 17B
{parent=Paper 2}
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{title2=Quantum Mechanics}

= Solution
{parent=17B}

= 18C
{parent=Paper 2}
{scope}
{title2=Electromagnetism}

= Solution
{parent=18C}

= 19D
{parent=Paper 2}
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{title2=Numerical Analysis}

= Solution
{parent=19D}

= 20H
{parent=Paper 2}
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{title2=Markov Chains}

= i
{parent=20h}
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= Solution
{parent=i}

= ii
{parent=20h}
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= Solution
{parent=ii}

= iii
{parent=20h}
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= Solution
{parent=iii}