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IAL_WMA12_01_NOV19.pdf

IAL_WMA12_01_NOV19.pdf
Preview of IAL_WMA12_01_NOV19
🔗 Source: edexcel.solvedpapers.co.uk
📊 Size: 526 KB
👤 Author: mustba
⬇️ Downloads: 51

Summary

This is an exam paper for the International Advanced Level Mathematics Pure Mathematics P2, with a time limit of 1 hour 30 minutes. Candidates are required to answer 10 questions, with a total mark of 75. The paper consists of two main questions:

1. A curve C has the equation y = 2x^2(x - 2), and candidates are asked to find the x-coordinates of the stationary points of C and the values of x for which y is increasing.

2. A model predicts that the adult population of a town will increase by 5% each year, forming a geometric sequence. Candidates are asked to find the adult population of the town at the start of 2015, according to the model, and the total amount of money that would be given to local charity by the adult population from 2008 to 2015, inclusive, assuming each member gives £8 at the start of each year.

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Description

This is an exam paper for the International Advanced Level Mathematics Pure Mathematics P2, with a time limit of 1 hour 30 minutes.

Technical Information

  • File Format: PDF
  • File Size: 526 KB
  • Pages: 32
  • Language: EN
  • Author: mustba
  • Total Downloads: 51
  • Last Updated: 7 months ago

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