The Whole Of Number Theory In Advanced Higher Maths

The Whole Of Number Theory In Advanced Higher Maths covers the topic of number theory in Advanced Higher Maths. This video is an in depth teaching video that covers every aspect of number theory in maths including Advanced Higher Maths Number Theory Past Paper Questions. This includes: The Euclidean Algorithm Expressing the greatest common division as a linear combination Converter integers between bases Knowing and using the fundamental theorem of arithmetic Join this channel to get access to live lessons:    / @clellandmaths   Clelland Maths is sponsored by Leckie textbooks and revision guides; everything you need to learn, review and prepare for your SQA Maths exams. Save 30% when you use the discount code clellandmaths at http://www.leckiescotland.co.uk This Video Covers: 0:00 Introduction To Number Theory In Advanced Higher Maths 0:58 - Example 1 Finding the greatest common divisor using Euclid's Algorithm 2:27 - Example 2 Using Euclid's Algorithm 3:53 - Example 3 Euclid's Algorithm For Linear Combination 7:33 - Example 4 Euclidean Algorithm For Linear Combination 13:22 - Converting To Base 10 15:16 - Example 5 Converting to another number base 17:10 - Example 6 Converting between number bases 19:35 - Example 7 SQA Advanced Higher Maths 2023 Paper 2 Question 6 24:39 - SQA Advanced Higher Maths 2017 Question 8 28:07 - SQA Advanced Higher Maths 2018 Question 5 30:59 - SQA Advanced Higher Maths 2022 Paper 2 Question 3 33:41 - SQA Advanced Higher Maths 2024 Paper 2 Question 2 36:23 - SQA Advanced Higher Maths 2019 Question 12 38:26 - SQA Advanced Higher Maths 2023 Paper 2 Question 9 This video is suitable for pupils in Scotland at Advanced Higher Mathematics Level. Selected examples taken from http://www.maths.scot Copyright © Scottish Qualifications Authority. Top Tips: Always read the question If you get stuck, rewatch the relevant part of the video. To get better at maths, push yourself to try the harder examples Try redoing my examples and see if you can do them yourself. Thankyou for watching. Copyright © Scottish Qualifications Authority. Solutions all my own and not endorsed or produced by SQA.