AQA GCSE Maths June 2017 Paper 3H
- 8300/3H
- Higher
- Calculator
- 1 hour 30 minutes
- 80 marks
Practise this paper's topics
5 new exam questions, 21 minutes, marked line by line. Free, no account.
- Angles at points, lines and parallel lines
- Forming equations from situations
- Three-dimensional Pythagoras and trigonometry
- Probability language, frequency trees and expectation
- Speed, density, pressure and unit pricing
What it tested
- Algebra25 marks
- Geometry21 marks
- Ratio and proportion14 marks
- Number9 marks
- Probability7 marks
- Statistics4 marks
- Q1Column vectors and vector arithmetic1 mark
- Q2Integer powers and rootsStandard form and calculator entry1 mark
- Q3Formulae and changing the subject1 mark
- Q4Bearings and geometric modelling1 mark
- Q5Exhaustive outcomes and experimental probability2 marks
- Q6One-variable linear inequalities2 marks
- Q7Rounding, significant figures and error intervals4 marks
- Q8Congruence criteria and geometric deductionsShape vocabulary, symmetry and quadrilaterals2 marks
19 more questions
- Q9Probability language, frequency trees and expectationExhaustive outcomes and experimental probability5 marks
- Q10Angles at points, lines and parallel linesTriangles, interior and exterior polygon angles7 marks
- Q11Sharing quantities and equivalent ratiosRatio notation and multiplicative comparison3 marks
- Q12Like terms and algebraic index rulesInteger powers and roots2 marks
- Q13Ordered stem-and-leaf, averages, spread and grouped means4 marks
- Q14Direct and inverse proportion: tables and relationships1 mark
- Q15Cubic, reciprocal and contextual graphs2 marks
- Q16Compound growth and decay3 marks
- Q17Speed, density, pressure and unit pricingMetric units, money and dimensional conversion5 marks
- Q18Exponential and trigonometric graphs1 mark
- Q19Circle theorems and angle chainsTriangles, interior and exterior polygon angles4 marks
- Q20Upper/lower bounds in calculationsRounding, significant figures and error intervals4 marks
- Q21Quadratic and two-variable inequalitiesQuadratic graphs, roots and turning points1 mark
- Q22Quadratic sequence nth terms3 marks
- Q23Quadratic graphs, roots and turning pointsMonic quadratics and difference of squares4 marks
- Q24Average and instantaneous rates of changeGraph gradients and areas2 marks
- Q25Three-dimensional Pythagoras and trigonometryPythagoras in two dimensions6 marks
- Q26Forming equations from situationsQuadratic formula and rearranged quadratics6 marks
- Q27General algebraic proofsCompleting the square and turning points3 marks
June 2017 Higher grade boundaries
Marks needed across all three Higher papers, out of 240.
- Grade 9189
- Grade 8157
- Grade 7125
- Grade 698
- Grade 572
- Grade 446
- Grade 333
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