For IndividualsFor Educators
ExpertMinds LogoExpertMinds
ExpertMinds

Ace your certifications with Practice Exams and AI assistance.

  • Browse Exams
  • For Educators
  • Blog
  • Privacy Policy
  • Terms of Service
  • Cookie Policy
  • Support
  • AWS SAA Exam Prep
  • PMI PMP Exam Prep
  • CPA Exam Prep
  • GCP PCA Exam Prep

© 2026 TinyHive Labs. Company number 16262776.

    PracticeAQA GCSEAQA GCSE Maths Foundation Tier Paper 2 CalculatorQuestion 06.2
    Easy2 marksShort Answer
    Geometry and Measuresanglesangles at a pointgeometry

    AQA GCSE · Question 06.2 · Geometry and Measures

    35°160°yNot drawn accurately

    Work out the size of angle y.

    How to approach this question

    1. Recognise that angles around a point add up to 360°. 2. The three angles shown are 35°, 160°, and y. 3. Set up the equation: 35 + 160 + y = 360. 4. First, add the known angles: 35 + 160 = 195. 5. The equation becomes 195 + y = 360. 6. Solve for y by subtracting 195 from 360.

    Full Answer

    165°
    The angles around a point sum to 360°. In the diagram, the angles 35°, 160°, and y are all around a single point. Therefore, their sum must be 360°. 35° + 160° + y = 360° First, sum the known angles: 35° + 160° = 195° Now, subtract this sum from 360° to find y: y = 360° - 195° y = 165°

    Common mistakes

    ✗ Assuming the angles add up to 180°. ✗ Making a calculation error in the addition or subtraction.
    Question 06.1All questionsQuestion 06.3

    Practice the full AQA GCSE Maths Foundation Tier Paper 2 Calculator

    45 questions · hints · full answers · grading

    Sign up freeTake the exam

    More questions from this exam

    Q01.1A linear sequence starts: 4, 7, 10, 13. Write down the next number in this sequence.EasyQ01.2A different linear sequence starts: 19, 14, 9, 4. Write down the next number in this sequence.EasyQ01.3Here is another sequence: 3, 6, 12, 24. Write down the term-to-term rule for this sequence.EasyQ02.1Here is a price list. Work out the cost of three candles.EasyQ02.2Sal has £7.50. He wants to buy one soap and one body cream. Does he have enough money to also buy...Easy
    View all 45 questions →