Proof by Contradiction (Edexcel IAL P4 1.1)

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Pearson Edexcel IAL Pure Mathematics 4 Unit 1.1 Proof by Contradiction
Unit 1 - Proof
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This is the best explanation I have received. I have been struggling with this topic quite a lot and this video really helped me.
Thank you sir

Thiakit
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im sitting my p3p4 papers in a month and omg your channel has helped me so much!! thank you, really

simran
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You're a legend man you've helped me out so much throughout these exams. Thanks kind sir

LOWKEYNERO
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Please make videos for S2. You're the best channel on here.

nadimanis
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Thank you so much that was so helpful as my exam is tomorrow

lelaassem
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I just noticed that you changed the the logo of the channel I actually quite like this one

hasnainaya
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Hey Sir, have a question for you. The first example you used - we only made our assumption the opposite for the last part only of the given statement: we assumed that n is odd if n^2 is even. Why didn't we do the inverse of the first part i.e: We assume n^2 is odd if n is even?

thesamansalamat
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in example 1, all we are showing is if n is odd then n^2 is also odd
how are we disproving or proving the actual statement of when n is even n^2 is even
wouldn't it have made sense if n was assumed to be odd and them n^2 was proven to be even or vice versa?

faheemiqbal
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Are these the only kind of proof questions we'll be asked? So none to do with graphs and shapes and whatever else?

ThunderBolt
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It isn't in this video, but in this chapter, I don't understand example 4, which asks to prove that there are infinitely many prime numbers. I just don't get why we think of doing N=p1xp2x...x pn + 1. I can't make sense of that haha. Thank you so much for your videos!

vickie
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Sir is there a way to find topical questions from offical past papers, I want to focus on exam questions rather than the ones in the reader

AliArif-yqin
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this really helped me a lot, thank you!

jettyplaysbs
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hi please can you post differentiation

huzeifa.jamali