Buy fake IGCSE certificate from UK, Buy UK fake certificate, Buy Fake International General Certificate of Secondary Education Certificate, The International General Certificate of Secondary Education (IGCSE) is an English language-based examination similar to the GCSE and is recognized in the United Kingdom as being equivalent to the GCSE for the purposes of recognizing prior attainment. It was developed by the University of Cambridge International Examinations. The examination boards Edexcel and Oxford AQA also offer their own versions of International GCSEs. Students normally begin studying the syllabus at the beginning of Year 10 and take the test at the end of Year 11. However, in some international schools, students can begin studying the syllabus at the beginning of Year 9 and take the test at the end of Year 10.
The qualifications are based on individual subjects of study, which means that one receives an “IGCSE” qualification for each subject one takes. Typical “core” subjects for IGCSE candidates include a First Language, Second Language, Mathematics, and one or more subjects in the Sciences.
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The International General Certificate of Secondary Education has the same grading as the GCSE. The change from an A*-G grading system to a 9-1 grading system has led to a 9-1 grade International General Certificate of Secondary Education is made available. Before, this qualification was graded on an 8-point scale from A* to G with a 9th grade “U” signifying “Ungraded”. This measure of grading was also found in the UK GCSE. Most IGCSE subjects offer a choice of tiered examinations: Core or Extended papers (in Cambridge), and Foundation or Higher papers (in Edexcel). This is designed to make IGCSE suitable for students with varying levels of ability. In some subjects, IGCSE can be taken with or without coursework.
At one time the “A*” grade in the GCSE did not exist but was later added to recognize the very top end of achievement. In the case of Further Mathematics, an extra A* grade was added for students that can “demonstrate sustained performance in higher-level maths skills such as reasoning, proof and problem-solving.”