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Alevel Evening School
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Further Pure Mathematics
Format:
(Live Online)
Duration:
40 weeks
Application Fee:
RS 2,000
(Domestic)
USD 35
(International)
Monthly Fee:
RS 6,950
(Domestic)
USD 65
(International)
Unit F1:
33.3% of total iAS
Unit F2:
33.3% of total iAL
Unit F3:
33.3% of total iAL
Examination overview:
F1: Prerequisites 
A knowledge of the specification for C12, its prerequisites, preambles and
associated formulae, is assumed and may be tested.
It is also necessary for students:

to have a knowledge of location of roots of f(x) 5 0 by considering changes of sign of f(x) in an interval in which f(x) is continuous

to have a knowledge of rotating shapes through any angle about (0, 0)

to be able to divide a cubic polynomial by a quadratic polynomial

to be able to divide a quartic polynomial by a quadratic polynomial.
â€‹
The examination will consist of one 1 1/2 hour paper. It will contain about nine
questions of varying length. The mark allocations per question will be stated on
the paper. All questions should be attempted.â€‹
F2: Prerequisites
A knowledge of the specifications for C12, C34 and F1, their prerequisites,
preambles and associated formulae, is assumed and may be tested.
â€‹
The examination will consist of one 1 1/2 hour paper. It will contain about eight
questions of varying length. The mark allocations per question will be stated on
the paper. All questions should be attempted.
â€‹
Questions will be set in SI units and other units in common usage.
F3: Prerequisites 
A knowledge of the specifications for C12, C34 and F1, their prerequisites,
preambles and associated formulae, is assumed and may be tested.
Examination The examination will consist of one 1 1/2 hour paper. It will contain about eight
questions of varying length. The mark allocations per question will be stated on
the paper. All questions should be attempted.
Unit F1: Content Overview  Duration 12 Weeks
â€‹
Complex numbers; roots of quadratic equations; numerical solution of
equations; coordinate systems; matrix algebra; transformations using matrices;
series; proof.
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Complex numbersâ€‹

Roots of quadratic equations

Numerical solution of equations

Coordinate systems

Matrix algebra

Transformations using matrices

Series

Proof
Unit F2: Content Overview  Duration 12 Weeks
â€‹
Inequalities; series; further complex numbers; first order differential equations;
second order differential equations; Maclaurin and Taylor series; Polar
coordinates.
â€‹

Inequalities

Series

Further complex numbers

First order differential equations

Second order differential equations

Maclaurin and Taylor series

Polar coordinates
â€‹
Unit F3: Content Overview  Duration 12 Weeks
â€‹
Hyperbolic functions; further coordinate systems; differentiation; integration;
vectors; further matrix algebra.
â€‹

Hyberbolic functions

Further coordinate systems

Differentiation

Integration

Vectors

Further matrix algebra
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For details on each of the Units of Core Mathematics please read through this
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