Dyma flwyddyn yr arholiadau TGAU terfynol, a bydd gofyn am waith cyson o safon dda er mwyn llwyddo yn yr arholiadau.
Bydd rhai dysgwyr yn sefyll arholiadau yn Nhachwedd gyda'r mwyafrif yn sefyll yr arholiadau allanol ym Mai a Mehefin (TGAU Mathemateg-Rhifedd a TGAU Mathemateg), naill ai ar yr Haen Sylfaenol, yr Haen Ganolradd neu'r Haen Uwch. Bydd disgyblion y tair haen yn sefyll dwy arholiad, ond o hyd wahanol: Haen Sylfaenol: 1 awr 30 munud Haen Ganolradd: 1 awr 45 munud Haen Uwch: 1 awr 45 munud Bydd y canlyniadau ar gael ym mis Awst. Bydd rhai dysgwyr hefyd yn cwblhau cwrs Lefel 2 Mathemateg Ychwanegol Isod ceir amlinelliad o'r topigau i'w hastudio eleni i gwblhau'r cwrs TGAU: |
Dyddiadau arholiadau
Lefel Mynediad - Entry Level
Mai 7fed / May 7th TGAU Mathemateg-Rhifedd GCSE Mathematics-Numeracy Papur 1 / Paper 1 Mai 9fed / May 9th Papur 2 / Paper 2 Mehefin 3ydd / June 3rd TGAU Mathemateg GCSE Mathematics Papur 1 / Paper 1 Mai 16eg / May 16th Papur 2 / Paper 2 Mehefin 12fed / June 12th L2 Ychwanegol / Additional L2 Mehefin 19eg / June 19th |
This is the year of the final GCSE examinations and consistent work of a good standard is necessary to succeed in the examinations.
Some learners will sit exams in November with the majority sitting the external exams in May and June (GCSE Mathematics-Numeracy and GCSE Mathematics), either at the Foundation Tier, the Intermediate Tier or the Higher Tier. Pupils of all three tiers will sit two examinations, but of differing durations: Foundation Tier: 1 hour 30 minutes Intermediate Tier: 1 hour 45 minutes Higher Tier: 1 hour 45 minutes The results will be available August. Some learners will also complete the Level 2 Additional Mathematics course. Below is an outline of the topics to be studied this year to complete the GCSE course: |
Haen Ganolradd - Intermediate Tier
Tebygolrwydd - Probability
Indecsau a Ffurf Safonol - Indices and Standard Form Hafaliadau - Equations Hafaliadau cydamserol - Simultaneous equations Cyfrannedd - Proportion Ffiniau mesur - Bounds of measurement Pythagoras a Thrigonometreg - Pythagoras and Trigonometry Mesurau cyfansawdd - Compound measures Trawsffurfiadau - Transformations Locysau - Loci Theoremau'r cylch - Circle theorems |
Haen Uwch - Higher Tier
Ffiniau mesur - Bounds of measurement
Pythagoras a Thrigonometreg - Pythagoras and Trigonometry Mesurau cyfansawdd - Compound measures Locysau - Loci Theoremau'r cylch - Circle theorems Trigonometreg bellach - Further trigonometry Ffracsiynau algebraidd - Algebraic fractions Ffwythiannau - Functions Dimensiynau - Dimensions |