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Algebraic proof GCSE maths - multiple of 3 question
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@3minutemaths for quick reminder and walkthrough GCSE maths videos.
This video is all about algebraic proof and forms part of the playlist on algebra proof.
The question is aimed at grade 7+ GCSE maths and it's probably harder to understand - than it is to calculate. Also the centre -ve can cause a bit of a problem:
Prove that (3n + 1)^2 - (3n - 1)^2 is always a multiple of 3, for all positive integer values of n.
This might be written as (3n + 1)squared - (3n - 1)squared.
I hope the video helps and please do leave a comment - thanks!
or click here for a limited 50% discount!:
The course contains around 3 hours of video, quizzes and a copy of my book 'How to get an A in maths.' All the way through to GCSE and just in time for revision.
Visit playlists to help you get more from your studies
GCSE - everything you need to know to get great grades
How to solve linear equations
.. and many more.
Please also add any suggestions for future videos on my Google+ page
This video is all about algebraic proof and forms part of the playlist on algebra proof.
The question is aimed at grade 7+ GCSE maths and it's probably harder to understand - than it is to calculate. Also the centre -ve can cause a bit of a problem:
Prove that (3n + 1)^2 - (3n - 1)^2 is always a multiple of 3, for all positive integer values of n.
This might be written as (3n + 1)squared - (3n - 1)squared.
I hope the video helps and please do leave a comment - thanks!
or click here for a limited 50% discount!:
The course contains around 3 hours of video, quizzes and a copy of my book 'How to get an A in maths.' All the way through to GCSE and just in time for revision.
Visit playlists to help you get more from your studies
GCSE - everything you need to know to get great grades
How to solve linear equations
.. and many more.
Please also add any suggestions for future videos on my Google+ page
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