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Cambridge AS Level Mathematics 9709 (Pure Mathematics 1) Revision Exercise for Integration

AS and A Level Math, 9709, Cambridge Math, Pure Mathematics, revisions, past papers, practice exercise, teaching aid, reference, advanced math, areas under a curve, volumes of revolution, formula

Here is the copy of the practice exercises for Integration. They are all taken from CIE AS Level Pure Mathematics 1 past papers. The file contains ten (11) items about the following:
  • Formulas needed for integration.
AS and A Level Math, 9709, Cambridge Math, Pure Mathematics, revisions, past papers, practice exercise, teaching aid, reference, advanced math, areas under a curve, volumes of revolution, formula

AS and A Level Math, 9709, Cambridge Math, Pure Mathematics, revisions, past papers, practice exercise, teaching aid, reference, advanced math, areas under a curve, volumes of revolution, formula

AS and A Level Math, 9709, Cambridge Math, Pure Mathematics, revisions, past papers, practice exercise, teaching aid, reference, advanced math, areas under a curve, volumes of revolution, formula
  • Finding the stationary points of a curve.
AS and A Level Math, 9709, Cambridge Math, Pure Mathematics, revisions, past papers, practice exercise, teaching aid, reference, advanced math, areas under a curve, volumes of revolution, formula
  • Finding the areas under a curve and between curves
AS and A Level Math, 9709, Cambridge Math, Pure Mathematics, revisions, past papers, practice exercise, teaching aid, reference, advanced math, areas under a curve, volumes of revolution, formula
  • Finding the volumes of regions rotated about the axes
AS and A Level Math, 9709, Cambridge Math, Pure Mathematics, revisions, past papers, practice exercise, teaching aid, reference, advanced math, areas under a curve, volumes of revolution, formula

If you want to download the complete file, just click HERE.

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1 comment:

  1. Here are the answers of the items in the revision exercise (Integration):
    1) 2/5
    2) 8pi/45
    3) pi/3
    4) 9/4
    5) A(16,0) and M(4,4)
    6) 136.5 pi
    7) k = 1/2
    8) x = 5
    9) 8/3
    10) M (2,5)
    11) 1

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