![]() Thanks to the SQA for making these available. Number Theory (Further) - Euclidean & Number Bases Numberĭifferential Equations - Variables Separable Clear, easy to follow, step-by-step worked solutions to all SQA AH Maths Questions below are available in the Online Study Pack. The worksheets by topic below are an excellent study resource since they are actual SQA past paper exam questions. AH Maths Past Paper Exam Worksheets by Topic Recommended questions from the Maths In Action (2nd Edition) by Edward Mullan text book are shown below. Clear, easy to follow, step-by-step worked solutions to all questions below are available in the Online Study Pack. Worksheet/Theory Guidesģ. Sequences & Series – Recommended Text Book Questions Clear, easy to follow, step-by-step worked solutions to all SQA AH Maths Questions in the worksheet below are available in the Online Study Pack. These will prove a fantastic resource in helping consolidate your understanding of AH Maths. Thanks to the SQA and authors for making the excellent AH Maths Worksheet & Theory Guides freely available for all to use. ![]() Source: SQA AH Maths Paper 2015 Question 3Ģ. Sequences & Series – Exam Worksheet & Theory Guides In the AH Maths exam the below is given in the Exam Formulae list: The constant d is referred to as the common difference In an arithmetic sequence, consecutive terms change by a constant amount: Also included in the Study Pack are full worked solutions to the recommended MIA text book questions. Please give yourself every opportunity for success, speak with your parents, and subscribe to the exam focused Online Study Pack today. If you would like more help understanding Arithmetic Sequencesthere are full, easy to follow, step-by-step worked solutions to dozens of AH Maths Past & Practice exam questions on all topics in the AH Maths Online Study Pack. Worksheets including actual SQA Exam Questions are highly recommended. For students working from the Maths In Action text book the recommended questions on this topic are given in Section 3. To learn about Arithmetic Sequences please click on any of the Theory Guide links in Section 2 below. Exam Focused Study Pack – Students looking for a ‘good’ Pass AH Maths Practice Unit Assessments – Solutions Includedġ7. Text Book Recommended Timings & Questions – Unit Threeġ4. Text Book Recommended Timings & Questions – Unit Twoġ3. ![]() Text Book Recommended Timings & Questions – Unit Oneġ2. AH Maths Course Outline, Formulae Sheets & Check Listġ1. AH Maths Prelim & Final Exam Practice Papersġ0. Sequences & Series – Recommended Text Book QuestionsĤ. Sequences & Series – Exam Worksheet & Theory Guidesģ. We hope you find this website useful and wish you the very best of success with your AH Maths course in 2024. To access a wealth of additional free resources by topic please either use the above Search Bar or click HERE selecting on the topic you wish to study. The AH Maths course is fast paced so please do your very best to keep on top of your studies.įor students looking for extra help with the AH Maths course you may wish to consider subscribing to the fantastic additional exam focused resources available in the Online Study Pack. Some universities may require you to gain a pass at AH Maths to be accepted onto the course of your choice. Study at Advanced Higher Maths level will provide excellent preparation for your studies when at university. Just try always to make sure, whatever resource you're using, that you are clear on the definitions of that resource's terms and symbols.) In a set, there is no particular order to the elements, and repeated elements are usually discarded as pointless duplicates.A sound understanding of the Arithmetic Sequence is essential to ensure exam success. ![]() Unfortunately, notation doesn't yet seem to have been entirely standardized for this topic. (Your book may use some notation other than what I'm showing here. That is, they'll start at some finite counter, like i = 1.Īs mentioned above, a sequence A with terms a n may also be referred to as " ", but contrary to what you may have learned in other contexts, this "set" is actually an ordered list, not an unordered collection of elements. Infinite sequences customarily have finite lower indices. When a sequence has no fixed numerical upper index, but instead "goes to infinity" ("infinity" being denoted by that sideways-eight symbol, ∞), the sequence is said to be an "infinite" sequence. Don't assume that every sequence and series will start with an index of n = 1. Or, as in the second example above, the sequence may start with an index value greater than 1. This method of numbering the terms is used, for example, in Javascript arrays. The first listed term in such a case would be called the "zero-eth" term. Note: Sometimes sequences start with an index of n = 0, so the first term is actually a 0. ![]()
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