GCSE Mathematics Higher Tier Paper 2 Vocabulary and Concepts

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Vocabulary and key conceptual definitions from the GCSE Mathematics Higher Tier Paper 2 (Calculator) June 2024 examination paper.

Last updated 8:05 PM on 10/3/26
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11 Terms

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GCSE Mathematics Higher Tier Paper 2 Maximum Mark

The total maximum mark available for this paper is 8080.

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Circle Features

Geometric components of a circle, which include an arc, a chord, a sector, a segment, and a tangent.

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Inverse Proportion Constant (kk)

In the inverse proportion formula D=kbD = \frac{k}{b} (where DD is the number of desserts and bb is the number of blueberries per dessert), the constant kk represents the total number of blueberries in the tub.

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Relative Frequency Estimate

An estimate for the probability of an outcome obtained by dividing the cumulative number of successful outcomes by the total number of trials (e.g., 5252 heads out of 200200 flips).

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Intersection (P∩QP \cap Q)

The region in a Venn diagram representing elements that belong to both set PP and set QQ simultaneously.

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Map Scale (1:20 0001 : 20\,000)

A scale ratio indicating that 1 cm1\,\text{cm} on a map corresponds to an actual distance of 20 000 cm20\,000\,\text{cm} (0.2 km0.2\,\text{km}) in reality.

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Triangle Congruence Criteria

Geometric rules used to prove two triangles are congruent: ASAASA (Angle-Side-Angle), RHSRHS (Right angle-Hypotenuse-Side), SASSAS (Side-Angle-Side), and SSSSSS (Side-Side-Side).

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Tonne Conversion Rate

The metric unit equivalence where 1000 kg=1 tonne1000\,\text{kg} = 1\,\text{tonne}.

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Interquartile Range (IQRIQR)

A measure of statistical dispersion calculated as the difference between the upper quartile (UQUQ) and the lower quartile (LQLQ).

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Iterative Process

A mathematical procedure where an initial value such as x1=1x_1 = 1 is substituted into an iteration formula like xn+1=5−1xnx_{n+1} = 5 - \frac{1}{x_n} to calculate successive approximations of a root.

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Right-Angled Triangular Prism Ratio

The ratio of edge dimensions given as a:b:c:d=3:4:5:12a : b : c : d = 3 : 4 : 5 : 12 for a prism with a total volume of 1125 cm31125\,\text{cm}^3.