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Oak MathsTest · Maths

Estimating journeys from non-linear graphs

The starter and exit quiz of the lesson “Estimating journeys from non-linear graphs”, from the unit “Real-life graphs” (Year 11 Maths) by Oak National Academy.

Free to use. Edit it, share it and hand it out to your students.

Oak National Academy

12 questions

  1. An ________ is an estimate for a calculation which is greater than the exact answer.
  2. How far has the particle modelled in this graph travelled after 5 seconds?
  3. Which of the below is the formula for the area of a trapezium?
  4. How far has the particle modelled in this graph travelled after 5 seconds? ___ metres.
  5. How far has the particle modelled in this graph travelled after 5 seconds? ___ metres.
  6. How far has the particle modelled in this graph travelled after 5 seconds? ___ metres.
  7. The curve models the movement of a particle. If we had scales on the axes and could find the area of the triangle it would give us __________ for the distance travelled.
  8. Use the polygon mapped onto this graph to estimate the distance travelled by the vehicle. Distance \approx ___ metres.
  9. The area of the polygon will estimate the distance travelled by the vehicle modelled in this graph but this will be __________.
  10. Which of these groups of polygons will give us the best estimate for the distance modelled by this curve?
  11. Use these polygons to estimate the total distance travelled by the particle modelled by this curve. Distance \approx ___ metres.
  12. Use these polygons to estimate the total distance travelled by the particle modelled by this curve. Distance \approx ___ metres.

License: OGL

Estimating journeys from non-linear graphs · Examplary