International Baccalaureate Diploma, Higher Level Mathematics Syllabus အတြက္ Cambridge တကၠသိုလ္မွ ထုတ္ေ၀ေသာ စာအုပ္ျဖစ္ပါသည္။ GCE A LEVEL ႏွင့္ အဆင့္တူအျဖစ္ သတ္မွတ္ထား ပါသည္။ အခ်ိဳ႕သင္ခန္းစာမ်ားသည္ ျမန္မာႏိုင္ငံ အထက္တန္းဆင့္တြင္လဲ ျပဌာန္းထားေသာေၾကာင့္ မွီးညမ္း ကိုးကားႏိုင္ေသာ စာအုပ္ျဖစ္ပါသည္။ အေျခခံမွစ၍ ေရးသားတင္ျပထားေသာ စာအုပ္ ျဖစ္ေသာေၾကာင့္ ေလ့လာရန္ လြယ္ကူပါသည္။ ေလ့က်င့္ခန္းမ်ားအတြက္ Solution စာအုပ္ကိုပါ ပူးတြဲ တင္ေပးထားပါသည္။ 2022-23 တြင္ ေျပာင္းလဲလာမည့္ သင္႐ိုးအတြက္ အေထာက္အကူျပဳ ႀကိဳတင္ ေလ့လာႏိုင္ေသာ စာအုပ္ျဖစ္ပါသည္။
Book Name : Mathematics Higher Level for the IB Diploma
Author Name : Paul Fannon, Vesna Kadelburg, Ben Woolley, Stephen Ward
Content :
- Introduction
- 1. Counting principles
- 2. Exponents and logarithms
- 3. Polynomials
- 4. Algebraic structures
- 5. The theory of functions
- 6. Transformations of graphs
- 7. Sequences and series
- 8. Binomial expansion
- 9. Circular measure and trigonometric functions
- 10. Trigonometric equations and identities
- 11. Geometry of triangles and circles
- 12. Further trigonometry
- 13. Vectors
- 14. Lines and planes in space
- 15. Complex numbers
- 16. Basic differentiation and its applications
- 17. Basic integration and its applications
- 18. Further differentiation methods
- 19. Further integration methods
- 20. Further applications of calculus
- 21. Summarizing data
- 22. Probability
- 23. Discrete probability distributions
- 24. Continuous distributions
- 25. Mathematical induction
- 26. Questions crossing all chapters
Course Book
Solution Manual
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