Correction: at 17:30 I meant BC is the same in both not BD 😩 If anyone would like to support the channel you can buy me a coffee here: www.buymeacoffee.com/gcsemathstutor Check out the new shop here: the-gcse-maths-tutor.myspreadshop.co.uk/ Thank you for all of your support! 😁🙏🏼
Lets go, i cant wait for this. Thank you so much, you really are a life saver for me as a student who want to learn a little more outside of class. Thank you!!
If congruency, similarities and circle theorems was on google maps I would simply rate half a star and say I found a dead cockroach. Every single time I’ve done past papers I’ve struggled so much with only ONE SINGLE TOPIC AND IT’S SIMILARITY AND CONGRUENCE 😠 NO MATTER WHAT, MOCKS, SMALL CLASS TESTS, NORMAL WORKSHEETS, SELF PRACTICE, EVEN AN ONLINE TUTOR. I HATE THIS TOPIC 🤬🤬🤬🤬🤬🤬🤬🤬🤬🤬🤬🤬😡😡😡😡😡🤬 anyway my real exam is in less than 6 days, wish me luck 🍀😢😢
thank you so much i always struggled with understanding geometric proof so this is really helpful! it still confuses me a little but that's because i forget about the basic knowledge for it.
Well that's great news, you have identified what you need to work on and that the easy part, brush up on your basic knowledge and geometric proof should be fine for you now! Glad to know it was helpful
At 24:38 could you have said that angles AEB = DEC because opposite angle are equal when two lines intersect? Would this be a valid point in a congruency proof?
for the final question I got the same answer but did BA=BD as the chords for both subtend the circle so are equal in length BD=CA as given Angle BAD= angle CDA as angles in a semicircle are equal congruent by RHS
at 29:30, if I had used the circle theorem of angles in same segment are equal and then found the other things you had done following up to it, and use the AAS rule, would i get the mark?
Sir for these congruency questions there are many ways to do isn't it . I just wanted to make sure because at the end my proof is same as yours' but the sides and angles I choose are different .