Problem Solving With Indices (Higher Only) | Grade 7+ Playlist | GCSE Maths Tutor

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A video revising the techniques and strategies surrounding the laws of indices, focusing on negative and fractional indices problems for the higher tier paper.

This video is part of the Number module in GCSE maths, see my other videos below to continue with the series.

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🔹 Watch the video
🔹 Make notes
🔹 Practice the questions
🔹 Mark your work
🔹 Review what you have learnt on the exam questions

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[LasarMoon]

These get so simple once you break them down and go through a couple practice questions. Very cool! Doing a refresher before my sixth form baseline test 😊

[DanHaines-kwbl]

Thanks for the vid, even though I don’t need any help with GCSE I still like watching these videos!!!!

[bradjackson]

Good to know about this I just scroll and click on your videos sometimes it helps with picking up additional mathematical skills I will need for the gcse despite not having to take it yet and nor having been taught this yet for instance I watched your circle theorem videos and they were quite interesting and probably got me about 10-15 marks more in my latest mocks so thanks

[itsme-jbeb]

thank you! once you've explained these they are so easy

[skykingtenz]

I remember doing the first question somewhere on your channel. This shows that my knowledge has extended because of you

[myaa_xe]

your videos are amazing! tysm for the help - you break down difficult concepts really well ❤

[dermotgleeson]

Thanks for explaining these in such a clear and concise manner 😊

[kareemhassouna]

Good Afternoon, I truly appreciate your work and effort you put in these videos. Could you please do a video on matrices and a video on
matrix transformations?

[debojitdas]

You're the best teacher in the world, love you ♥️♥️♥️
Love from India ...

[IlTjaylI]

I really appreciate the hard and consistent work❤

[bagel]

Hi, the video was very helpful, could you do one on harder changing the subject problems, thanks

[HotDogCommunity]

Why do you multiply 3to the power of 3 and multiply by 3to the power of 1

[oliviataylor]

Is this further maths, higher or foundation