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Past exam of the topics in applied mathematics course of the University of Oxford
/
2007
/
A
/
3
/
ii
/
b
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Topics in applied mathematics course of the University of Oxford
Past exam of the topics in applied mathematics course of the University of Oxford
2007
A
3
ii
2026-10-31
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Solution
b
Solution
0
0
0
b
On
b
=
−
η
a
with
a
>
0
,
d
a
d
b
=
b
−
c
b
−
f
(
a
)
=
−
c
+
η
a
f
(
a
)
=
−
c
+
η
(
1
+
a
2
)
η
2
−
a
2
≤
−
c
+
η
<
−
η
.
(1)
Thus
d
b
/
d
a
<
−
η
. Since
a
′
=
b
<
0
, comparing
slopes
alone can reverse one'
s
intuition
about crossing direction. More directly, for
H
=
b
+
η
a
the inward
test
is
H
′
=
b
′
+
η
a
′
=
η
(
c
−
η
)
a
−
f
(
a
)
≥
η
(
c
−
2
η
)
a
>
0
,
(2)
so the sloping edge also points into
H
≥
0
.
Ancestors
(13)
ii
3
A
2007
Past exam of the topics in applied mathematics course of the University of Oxford
Topics in applied mathematics course of the University of Oxford
Year 3 of the mathematics course of the University of Oxford
Mathematics course of the University of Oxford
Undergraduate course of the University of Oxford
Course of the University of Oxford
University of Oxford
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