Can you solve this A* Implicit Differentiation question???

preview_player
Показать описание
A LEVEL MATHS IS HARD! LET ME HELP 👇

LIVE REVISION SESSIONS and RECORDINGS

ALL MY RESOURSES can be found in this google drive

MY TOP TIPS for Maths A Level

EDEXCEL past paper WALKTHROUGHS

The TRICKEST A Level questions PLAYLIST

EDEXCEL AS past paper WALKTHROUGHS

EDEXCEL predicted paper WALKTHROUGHS

EVERYTHING you need to memorise for A Level PURE and REVISION SHEET

EVERYTHING you need to memorise for A Level APPLIED and REVISION SHEET

MADAS MATHS paper WALKTHROUGHS

MADAS Website; the guy is Maths legend!

#maths #revision #exam #alevel #pure #puremaths #edexcel #ocr #ocrmei #aqa
Рекомендации по теме
Комментарии
Автор

Hi Mr Astbury your channel has been really helpful so far. If possible could u do a walk through on some difficult parametric integration and proof by contradiction questions,
Thanks

dhruvbhatt
Автор

Keep making short exam question videos, alongside your past paper walk throughs, and your channel will GROW HUGELY over the years!

saidbenrahma
Автор

now this is the content that I created 15 accounts to subscribe for! Thanks for all your hard work sir:)

zelsiefanaticshorts
Автор

I didn’t factorise and missed cos y as a solution and I got to 4sin^2y = -0.25 and I had no idea what to do after that - well I’ve learnt to always factorise when solving now! Thanks sir

Beesechurgersports
Автор

How do you know when to make the denominator or numerator equal to zero? In the case of the dy/dx being equal to zero you made the denominator equal to zero but when a fraction is equal ro zero you make the numerator equal to zero. Hope this makes sense

FHH
Автор

HEY, no worries sir, you are still the best!!!!

vl
Автор

The question says determine the 2 equations.
Since you already find 2 solutions when you get cos(y) = 0, surely by logic that means you have eliminated the other equation (4sin(y)-x = 0) as having no solutions because you are told in the question that there ARE ONLY 2 tangents (that you need to find) where the gradient is infinity.
The idea we have already found 2 solutions could mean that we don't have to prove that the other equation (4sin(y)-x = 0) has no solutions, this would save a lot of time.
This is probably wrong but hopefully you can see what I'm thinking.

henryash
Автор

are those the equations of straight line the x values cuz the lines are basically like asymptotes

stfuman
Автор

where can I find the solution of the question in 0:42

aslizgr
Автор

Would allowing dx/d0 to equal zero not be more accurate?

JoeJones-ze
Автор

It asked for the equation but you gave the coordinates?

bahgers
Автор

why do we make the denominator zero? And why is it equal to infinity?/

smartypants
Автор

when u do product rule wouldnt the and ne 2xsiny and 2xcosy dy/dx

japhethmonachan
Автор

hey :)) when we found the y values what exactly did we find in context of the equation like what do those y values mean ? i was just confused bcs it was an asymptote so wouldn’t y be nothing ? thank you so much !!!

fxcg
Автор

Hi sir, why do we not do we when Siny = 0?

mushtieplays
Автор

hey sir why can’t you divide by cos(y) on both sides? 4:31

cherfurtado