is linear programing likely to cum in p4 as it hs cum in p2?
no not really, i think we should concentrate on the following:
1. Probability (tree diagrams etc.)
2. Handling data (interquartile range, cumulative frequency etc.)
3. Trigonometry (Bearings, Pythagoras theorm, angles of elavation, sine and cosine curves etc.)
4. Angle properteis
5. Indicies
6. Graphs of functions
7. Functions
8. Straight line graphs
9. Inequalities, quadratic formula, quadratic equations etc.
10. Factorising and expanding brackets (algebraic presentation amd manipulation)
11. Graphs in practical methods
12. Percentages
13. Transformations (shear and stretch etc.)
14. sequences and the nth term
15. mensuration (area and volume of a cuboid, parallelogram, circumference of a circle etc.)
i attached the topics that came in paper 2 (these are the ones that are
unlikeley comming in the P4 according to my math teacher)