AQA GCSE | Higher | June 2023 | Paper 1 - 8300/1H | Q19 | Permutations
Welcome to our latest video, where we solve an AQA - GCSE Math problem involving combinations and permutations! 🎓🔢 Problem:19 Work out how many 5-digit odd numbers can be made using these digits once each: 2, 4, 6, 7, 9 Do not list them. In this video, we tackle a question involving the calculation of possible combinations to form 5-digit odd numbers using given digits. Perfect for those looking to strengthen their skills in permutations and understanding the properties of odd numbers! What You’ll Learn: How to determine the number of permutations for a set of digits 📋🔢 How to ensure the resulting number is odd 🟦🔢 Step-by-step problem-solving strategies for maximizing your understanding in exams! 🎯📝 👍 Like if these combination problems help clarify basic concepts of permutations and odd numbers! 💬 Comment with any questions or topics you’d like us to cover next! ➡️ Subscribe for more Math tutorials and exam strategies tailored for AQA GCSE students! Keep exploring, keep practicing, and remember that each problem brings you closer to mastering the subject! 🚀✏️ 👇 Check out our other videos for more AQA GCSE Math content and problem-solving techniques! #aqa #gcse #gcsestudy #gcsession #highereducation #mathematics #mathstricks #mathtutorial #mathproblemsolving #mathproblems #mathpreviousyearquestions #mathproblem #combinations #permutationsandcombinations #permutations #oddnumbers #arithmetic #arithmetictricks #arithmeticprogression #letsunbound #studywithus #examprep #pastpapers #pastpapersolution #mathtutorial #education #learningtips june 2023 paper 1,aqa maths 2023 paper 1,aqa gcse maths higher paper 1,paper 1 non-calculator,2023 paper 1,aqa 2023 paper 1,aqa gcse maths june 2018 higher paper 1,gcse maths paper 1,aqa gcse maths paper 1,maths paper 1,2022 paper 1,gcse aqa maths may 2023 paper 1 foundation tier,aqa higher tier paper 1,aqa gcse maths past papers june 2023,june 2022 paper 1,paper 1,june 2023 paper 3,aqa 2022 paper 1,aqa maths 2022 paper 1,8300/1h,paper walkthrough
