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Home Tuition Scotland is Glasgow, North Lanarkshire, South Lanarkshire, East Renfrewshire, and Ayrshire’s largest home tuition provider. Since 1994, we’ve been preparing Mathematics students for Standard Grade Mathematics exams, Intermediate Mathematics exams, National 4 Mathematics exams, National 5 Mathematics exams and Higher Mathematics exams.

Our expert Mathematics tutors provide one-to-one Mathematics tuition in your own home, at a price you can afford.

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OUTCOME 1
Perform algebraic operations.
Performance criteria
(a) Reduce an algebraic fraction to its simplest form.
(b) Apply the four rules to algebraic fractions.
(c) Change the subject of a formula.
(d) Simplify surds.
(e) Simplify expressions using the laws of indices.

OUTCOME 2
Use properties of quadratic functions.
Performance criteria
(a) Determine the equations of quadratic functions of the form y = (x + a)2 + b and
y = kx2; a, b, k ∈ Z from their graphs.
(b) Identify the nature and co-ordinates of the turning point and the equation of the axis of
symmetry of a quadratic of the form y = k(x + a)2 + b; a, b ∈ Z, k = } 1.
(c) Solve quadratic equations graphically, by factorisation and by using the quadratic formula.

OUTCOME 3
Use further trigonometry.
Performance criteria
(a) Sketch and identify trigonometric functions involving multiple angles.
(b) Solve a simple trigonometric equation in degrees.

Evidence requirements
Although there are various ways of demonstrating achievement of the outcomes, evidence would
normally be presented in the form of a closed book test under controlled conditions. Examples of
such tests are contained in the National Assessment Bank.
In assessments, candidates are required to show their working in carrying out algorithms and
processes.

Qualified Mathematics teachers at all levels across the Glasgow, Lanarkshire, Renfrewshire and Ayrshire areas. Home Tuition Scotland can help your child achieve Mathematics exam success.

Please book today.