GCSE Maths AQA June 2019 Paper 1 Foundation Tier Walkthrough (21 May 2019)

[@ItsMeganasmr]

This was alot better than other videos ive watched THANK YOU, I understand this alot more😁

[@MrTompkins]

Great to hear, Megan! You'll find walkthroughs for all the AQA papers here on my channel, so feel free to come back for more! It is a great way to improve your exam performance =)

[@emmabeatty]

thank you - so clear to understand

[@MrTompkins]

Glad you found it helpful Emma!

[@Sclippz]

nice one mate this really helped keep it up

[@MrTompkins]

Glad to hear it!

[@sudenazzerrinozek8179]

Thanks a lot

[@MrTompkins]

You’re very welcome! Good luck in the exams! 🍀

[@Mckenzie.F]

learnt more here than my teacher

[@MrTompkins]

I suggest you watch a few more then! =)

[@chaneld152]

15:02 why is it over 50?

[@MrTompkins]

It comes from the first line of the question, which tells you "A game is played 50 times".

[@nmmm2970]

thank you so much x

[@MrTompkins]

You’re very welcome!

[@ismashah9208]

sir, for question 21 (b) why did you do 1 minus five out of twelve

[@MrTompkins]

Hey Isma - this comes from the fact that the probability of something happening plus the probability of something not happening must equal 1 (1=certainty - you are certain to either win or lose!). So if you know the probability of something happening, then you can work out the probability of it not happening by subtracting it from 1. So P(lose) + P(win) = 1, and rearranging gives P(lose) = 1 - P(win).

[@saf1...]

Very helpful video

[@MrTompkins]

Glad you think so Baby Karen! There are plenty more to watch... :-)

[@alij1272]

Q22 3/1 divide 100/20 use of KFC rule 3/1 x 100/20 = 300/20 =15 15 + 3=18 Would this method give me 2/2 marks?

[@MrTompkins]

Hey Ali J. It's actually KCF, and not the popular fast food chain! Stands for Keep - Change - Flip. Keep the first fraction, change the sign, flip the second fraction. In your example you havent actually done this, but no worries, you have got to the correct solution using a perfectly acceptable numerical method. Well done! My method was possibly a little too complicated for foundation tier, and if I was to re-record this, I might take a numerical approach too. =) Good luck in 2022!

[@t.e.d.d9504]

My teacher sent me here because he’s lazy

[@MrTompkins]

That, or he's inspired. Either way, you're welcome =)

[@kiwifruit2004]

I hate maths!!!!

[@MrTompkins]

Oh no! Well I hope you discover the love of maths one day!