Ocr mathematics - Study guides, Class notes & Summaries
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Actual 2024 OCR GCSE Mathematics - Paper 3 J560/03: Paper 3 (Foundation tier) Merged Question Paper + Mark Scheme + Formulae Sheet
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Actual 2024 OCR GCSE Mathematics - Paper 3 J560/03: Paper 3 (Foundation tier) Merged Question Paper + Mark Scheme + Formulae Sheet
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OCR AS Level Mathematics B (MEI) H640/01 Pure Mathematics and Mechanics QUESTION PAPER AND MARK SCHEME FOR JUNE 2023 (MERGED)
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OCR AS Level Mathematics B (MEI) H640/01 Pure Mathematics and Mechanics QUESTION PAPER AND MARK SCHEME FOR JUNE 2023 (MERGED)
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OCR 2024 AS Level Mathematics A H230/02 Pure Mathematics and Mechanics Question Paper & Mark Scheme (Merged)
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OCR 2024 AS Level Mathematics A H230/02 Pure Mathematics and Mechanics Question Paper & Mark Scheme (Merged)
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A-LEVEL JUNE 2024 OCR MATHEMATICS B (MEI) PAPER 3 INCLUDING MARK SCHEME
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A-LEVEL JUNE 2024 OCR MATHEMATICS B (MEI) PAPER 3 INCLUDING MARK SCHEME
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OCR 2024 A Level Mathematics B (MEI) H640/01 Pure Mathematics and Mechanics Question Paper & Mark Scheme (Merged)
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OCR 2024 A Level Mathematics B (MEI) H640/01 Pure Mathematics and Mechanics Question Paper & Mark Scheme (Merged)
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OCR 2024 AS Level Mathematics B (MEI) H630/01 Pure Mathematics and Mechanics Question Paper & Mark Scheme (Merged)
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OCR 2024 AS Level Mathematics B (MEI) H630/01 Pure Mathematics and Mechanics Question Paper & Mark Scheme (Merged)
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OCR 2024 AS Level Mathematics B (MEI) H630/02 Pure Mathematics and Statistics Question Paper & Mark Scheme (Merged)
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OCR 2024 AS Level Mathematics B (MEI) H630/02 Pure Mathematics and Statistics Question Paper & Mark Scheme (Merged)
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2024 OCR A Level Mathematics A H240/01 Pure Mathematics Actual Mark Scheme and Question Paper Combined
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2024 OCR A Level Mathematics A H240/01 Pure Mathematics Actual Mark Scheme and Question Paper Combined
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OCR 2023 GCE MATHEMATICS A H230/02: PURE MATHEMATICS AND MECHANICS AS LEVEL QUESTION PAPER & MARK SCHEME (MERGED)
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2 © OCR 2023 H230/02 Jun23 x 2 2 Formulae AS Level Mathematics A (H230) Binomial series ^a+bh n = a n + nC1 a n-1 b+ nC2 a n-2 b 2 +f+ nCr a n-r b r +f+ b n ^n e Nh, where nC = C = c n m = n! r n r r r!^n-rh! Differentiation from first principles fl^xh = lim f^x+hh-f^xh h "0 h Standard deviation / x 2 / fx2 = n -x 2 or = / f -x 2 The binomial distribution If X ~ B^n, ph then P^X = xh = c n mp x^1-ph n-x , mean of X is np, variance of X is np^1 ...
