Course curriculum

    1. CH1 - DECIMALS

      FREE PREVIEW

    2. CH2 - NUMBER FACTS

    3. CH3 - RATIONAL AND IRRATIONAL NUMBERS

    4. CH4 - APPROXIMATION AND ESTIMATION

    5. CH5 - UPPER AND LOWER BOUND

    6. CH6 - STANDARD FORM

    7. CH7 - RATIO AND PROPORTION

    8. CH8 - FOREIGN EXCHANGE

    9. CH9 - MAP SCALES

    10. CH10 - PERCENTAGES

    11. CH11 - SIMPLE AND COMPOUND INTEREST

    12. CH12 - SPEED, DISTANCE AND TIME

    13. CH13 - FORMULAE

    14. CH14 - BRACKETS AND SIMPLIFYING

    15. CH15 - LINEAR EQUATION

    16. CH16 - SIMULTANEOUS EQUATIONS

    17. CH17 - FACTORISING

    18. CH18 - QUADRATIC EQUATIONS

    19. CH19 - CHANGING THE SUBJECT

    20. CH20 - VARIATION

    21. CH21 - INDICES

    22. CH22 - SOLVING INEQUALITIES

    23. CH23 - MENSURATION

    24. CH24 - POLYGONS

    25. CH25 - PARALLEL LINES

    26. CH26 - PYTHAGORAS THEOREM

    27. CH27 - SYMMETRY

    28. CH28 - SIMILARITY

    29. CH29 - CONGRUENCE

    30. CH30 - AREAS _ VOLUMES OF SIMILAR SHAPES

    31. CH31 - CIRCLE THEOREM

    32. CH32 - CONSTRUCTIONS AND LOCI

    33. CH33 - TRIGONOMETRY

    34. CH34 - LINES

    35. CH35 - PLOTTING CURVES

    36. CH36 - GRAPHICAL SOLUTION OF EQUATIONS

    37. CH37 - DISTANCE-TIME GRAPHS

    38. CH38 - SPEED-TIME GRAPHS

    39. CH39 - SETS

    40. CH40 - VECTORS

    41. CH41 - MATRICES

    42. CH42 - TRANSFORMATION

    43. CH43 - STATISTICS

    44. CH44 - PROBABILITY

    45. CH45 - FUNCTIONS

    46. CH47 - LINEAR PROGRAMMING

    47. CH48 - SEQUENCES

    48. CH49 - ANGLES

    49. CH51 - DIFFERENIATION

    1. CH1 - DECIMALS

      FREE PREVIEW

    2. CH2 - NUMBER FACTS

    3. CH3 - RATIONAL AND IRRATIONAL NUMBERS

    4. CH4 - APPROXIMATION AND ESTIMATION

    5. CH5 - UPPER AND LOWER BOUND

    6. CH6 - STANDARD FORM

    7. CH7 - RATIO AND PROPORTION

    8. CH8 - FOREIGN EXCHANGE

    9. CH9 - MAP SCALES

    10. CH10 - PERCENTAGES

    11. CH11 - SIMPLE AND COMPOUND INTEREST

    12. CH12 - SPEED, DISTANCE AND TIME

    13. CH13 - FORMULAE

    14. CH14 - BRACKETS AND SIMPLIFYING

    15. CH15 - LINEAR EQUATION

    16. CH16 - SIMULTANEOUS EQUATIONS

    17. CH17 - FACTORISING

    18. CH18 - QUADRATIC EQUATIONS

    19. CH19 - CHANGING THE SUBJECT

    20. CH20 - VARIATION

    21. CH21 - INDICES

    22. CH22 - SOLVING INEQUALITIES

    23. CH23 - MENSURATION

    24. CH24 - POLYGONS

    25. CH25 - PARALLEL LINES

    26. CH26 - PYTHAGORAS THEOREM

    27. CH27 - SYMMETRY

    28. CH28 - SIMILARITY

    29. CH29 - CONGRUENCE

    30. CH30 - AREAS _ VOLUMES OF SIMILAR SHAPES

    31. CH31 - CIRCLE THEOREM

    32. CH32 - CONSTRUCTIONS AND LOCI

    33. CH33 - TRIGONOMETRY

    34. CH34 - LINES

    35. CH35 - PLOTTING CURVES

    36. CH36 - GRAPHICAL SOLUTION OF EQUATIONS

    37. CH37 - DISTANCE-TIME GRAPHS

    38. CH38 - SPEED-TIME GRAPHS

    39. CH39 - SETS

    40. CH40 - VECTORS

    41. CH41 - MATRICES

    42. CH42 - TRANSFORMATION

    43. CH43 - STATISTICS

    44. CH44 - PROBABILITY

    45. CH45 - FUNCTIONS

    46. CH47 - LINEAR PROGRAMMING

    47. CH48 - SEQUENCES

    48. CH49 - ANGLES

    49. CH51 - DIFFERENIATION

    1. CH2 - NUMBER FACTS

      FREE PREVIEW

    2. CH3 - RATIONAL AND IRRATIONAL NUMBERS

    3. CH4 - APPROXIMATION AND ESTIMATION

    4. CH5 - UPPER AND LOWER BOUND

    5. CH6 - STANDARD FORM

    6. CH7 - RATIO AND PROPORTION

    7. CH8 - FOREIGN EXCHANGE

    8. CH10 - PERCENTAGES

    9. CH11 - SIMPLE AND COMPOUND INTEREST

    10. CH12 - SPEED, DISTANCE AND TIME

    11. CH14 - BRACKETS AND SIMPLIFYING

    12. CH15 - LINEAR EQUATION

    13. CH16 - SIMULTANEOUS EQUATIONS

    14. CH17 - FACTORISING

    15. CH18 - QUADRATIC EQUATIONS

    16. CH19 - CHANGING THE SUBJECT

    17. CH20 - VARIATION

    18. CH21 - INDICES

    19. CH22 - SOLVING INEQUALITIES

    20. CH23 - MENSURATION

    21. CH24 - POLYGONS

    22. CH26 - PYTHAGORAS THEOREM

    23. CH27 - SYMMETRY

    24. CH28 - SIMILARITY

    25. CH30 - AREAS _ VOLUMES OF SIMILAR SHAPES

    26. CH31 - CIRCLE THEOREM

    27. CH32 - CONSTRUCTIONS AND LOCI

    28. CH33 - TRIGONOMETRY

    29. CH34 - LINES

    30. CH35 - PLOTTING CURVES

    31. CH36 - GRAPHICAL SOLUTION OF EQUATIONS

    32. CH38 - SPEED-TIME GRAPHS

    33. CH39 - SETS

    34. CH40 - VECTORS

    35. CH41 - MATRICES

    36. CH42 - TRANSFORMATION

    37. CH43 - STATISTICS

    38. CH44 - PROBABILITY

    39. CH45 - FUNCTIONS

    40. CH47 - LINEAR PROGRAMMING

    41. CH48 - SEQUENCES

    42. CH49 - ANGLES

    43. CH51 - DIFFERENIATION

    1. CH2 - NUMBER FACTS

      FREE PREVIEW

    2. CH3 - RATIONAL AND IRRATIONAL NUMBERS

    3. CH4 - APPROXIMATION AND ESTIMATION

    4. CH5 - UPPER AND LOWER BOUND

    5. CH6 - STANDARD FORM

    6. CH7 - RATIO AND PROPORTION

    7. CH8 - FOREIGN EXCHANGE

    8. CH10 - PERCENTAGES

    9. CH11 - SIMPLE AND COMPOUND INTEREST

    10. CH12 - SPEED, DISTANCE AND TIME

    11. CH14 - BRACKETS AND SIMPLIFYING

    12. CH15 - LINEAR EQUATION

    13. CH16 - SIMULTANEOUS EQUATIONS

    14. CH17 - FACTORISING

    15. CH18 - QUADRATIC EQUATIONS

    16. CH19 - CHANGING THE SUBJECT

    17. CH20 - VARIATION

    18. CH21 - INDICES

    19. CH22 - SOLVING INEQUALITIES

    20. CH23 - MENSURATION

    21. CH24 - POLYGONS

    22. CH26 - PYTHAGORAS THEOREM

    23. CH27 - SYMMETRY

    24. CH28 - SIMILARITY

    25. CH30 - AREAS _ VOLUMES OF SIMILAR SHAPES

    26. CH31 - CIRCLE THEOREM

    27. CH32 - CONSTRUCTIONS AND LOCI

    28. CH33 - TRIGONOMETRY

    29. CH34 - LINES

    30. CH35 - PLOTTING CURVES

    31. CH36 - GRAPHICAL SOLUTION OF EQUATIONS

    32. CH38 - SPEED-TIME GRAPHS

    33. CH39 - SETS

    34. CH40 - VECTORS

    35. CH41 - MATRICES

    36. CH42 - TRANSFORMATION

    37. CH43 - STATISTICS

    38. CH44 - PROBABILITY

    39. CH45 - FUNCTIONS

    40. CH47 - LINEAR PROGRAMMING

    41. CH48 - SEQUENCES

    42. CH49 - ANGLES

    43. CH51 - DIFFERENIATION

About this course

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  • 184 lessons
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CIE IGCSE Mathematics 0580 - Topical Past Questions & Answers

Thorough topical coverage for comprehensive exam readiness.

  • Focused revision - Concentrate on specific topics to deepen your understanding and knowledge retention.

  • Exam practice - Gain valuable experience by simulating real exam conditions, enhancing your confidence and performance on test day.

  • Identify weaknesses - Use topical questions to pinpoint areas of difficulty, allowing you to address and improve upon them effectively.