Find Equation of Tangent To Circle Q8 GCSE -GCSE-EDEXCEL-SAT

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my doctor like writing could never

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You have no idea how much you've helped me, thank you so much.

[@pethree8590]

Great video, very clear and helpful. Thank you very much :)

[@danielhaslam5179]

Thank you very much sir, helpful and love the writing presentation. Maths GCSE tomorrow!

[@MathematicsTutor]

All the Best. Here is a playlist with some Solved GCSE Papers: kzbin.info/aero/PLJ-ma5dJyAqqZOyBpwfbOG4iDEi1GMRhq

[@yuricarver]

A very smooth explanation. Thank you.

[@MathematicsTutor]

Thanks

[@Ahmed-kq3cy]

Finnaly someone on youtube that can teach

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[@zowiloala1478]

I literally craying b/c i couldn't understand maths and you really help alot about thise circle conic section 😸😺

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[@EdgyW]

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[@MathematicsTutor]

Thanks a lot for visiting my channel and excellent feedback. Happy to see that you find the video useful. Feel free to post questions. That will help me to provide more useful videos. All the Best!

[@milliehutchinson8838]

I have my maths paper 3 gcse tomorrow and I never knew this thank you so much!!

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@@sazd2434 i^2 which is -1

[@corinnewnukowski2631]

god bless, i was confused af

[@AntherFoxx]

Thanks bro, watching this like an hour before paper 2

[@MathematicsTutor]

Thanks and All the Best!

[@vfxjmb]

back here for my yearly review for the 3rd time, thank you sir

[@MathematicsTutor]

Thanks. Let me know the topics of your interest. I can share the related videos for you. Here is one: GCSE Circle and Quadrilaterals: kzbin.info/www/bejne/nn_SkmZmZpVlnbc Thanks

[@hassaanasghar1887]

Thanks alot sir

[@Mercy-x8o]

much Easier❤ Thanks

[@MathematicsTutor]

Thanks for appreciation.

[@mariiict2255]

Thank you very much for the good explanation, it made me understand better.

[@Willz]

Really useful, thanks!

[@MathematicsTutor]

Thanks. Here is a related video: kzbin.info/www/bejne/r5rLqndmjdWMq6M

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Got GCSE exams in a hour thanks man

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its too simple for year 10 (the work)

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i meant year 12

[@vkmvk7086]

my mistake

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Impressive

[@davidm3210]

Very fine explanation, thank you.

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[@MathematicsTutor]

Thanks for appreciation

[@toptukkermoments6483]

determine whether (x+y-1=0) is the diameter of the circle (x^2+y^2-6x+4y+c=0) jee maths class 11 explain pls in live

[@jjoy1818]

Sir , if two circle equation given and tell that find number of tangent . How we can calculate?

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Great explanation

[@MathematicsTutor]

Thanks. Related Playlist: kzbin.info/aero/PLJ-ma5dJyAqpr0MlQ2nv_ax58w-LCNi_H

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Thank you

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Really good style of teaching. thank you sir

[@MathematicsTutor]

Thanks for appreciation. Here is related Playlist: kzbin.info/aero/PLJ-ma5dJyAqpr0MlQ2nv_ax58w-LCNi_H

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wow!!!!

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[@sagarthorat48]

x*x1+y*y1=r^2 direct formula

[@sarvesh6929]

Thank you

[@aladorgetachew2613]

perfect

[@MathematicsTutor]

Thanks

[@devvratvichare3182]

Thankyou sir

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thank you so much you're so good

[@greenpanther7440]

thank u sir

[@michaelcui]

thank you! this helped for my sat :)

[@Diligentlearns]

Thank you🙏 sir

[@PrinceGhodasara-y4u]

let's say there is a line starting point (x1, y1) and the ending point is the center of the circle (x2,y2) so I want to find out which point the line intersects the circle, I'm making one program I need the result for visualization. can someone help me here?

[@MathematicsTutor]

Look in the general equation of circle for this: kzbin.info/www/bejne/n3W8YX5-q9GCaJo

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[@MathematicsTutor]

Check this video: kzbin.info/www/bejne/f5a2ooSijcmLf9E

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Thank u so much sir ........

[@MathematicsTutor]

My pleasure. Thanks

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Thanks It helped

[@MathematicsTutor]

Thanks a lot for appreciation. I am trying to develop a website and organise the video for efficient use by the students. I will appreciate if you could post something there along with your picture. At present development work is going on. I will request my Admin to do it on your behalf, if you send a picture along with text on my email, [e-mail] Some Courses Uploaded for Testing only on the Website. Here is link to the website being developed: www.globalmathinstitute.com/ Thanks a Lot!

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[@hildanateklegiorgis424]

Thank you so much this was helpful.

[@sejalvaishnav4202]

Sir mene is method se ek question solve kiya but ans. Wrong aa rha hai . Why? Samaj nhi aa rha .. Nd in my ques. Eq = x^2+ y^2 =4 from the point (2,3)..... Plz reply.

[@aniketmehta4104]

Nice sir well it's T=0 when point lies on the conic ,replacing x^2 as xx1 and y^2 as yy1 ...

[@vedantsuryawanshi2920]

Thank you sir

[@diosavvides429]

Thanks! 👍

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Thanks a lot.

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Thanks! 😉

[@MathematicsTutor]

Thanks a lot for appreciation. I am trying to develop a website and organise the video for efficient use by the students. I will appreciate if you could post something there along with your picture. At present development work is going on. I will request my Admin to do it on your behalf, if you send a picture along with text on my email, [e-mail] Some Courses Uploaded for Testing only on the Website. Here is link to the website being developed: www.globalmathinstitute.com/ Thanks a Lot!

[@mdsameeullah]

Find the formula for the tangent line to 2x square+xy+2y square=3 at the point (-1,1) in the form y=mx+b? Can you please send the answer

[@jayne1822]

Hi i was wondering, how do we know if the center of the circle is the origin if we arent given a diagram Many thanks :)

[@MathematicsTutor]

General Equation of the circle can be written as (x-h)^2 + (y-k)^2 = r^2 where the center is at (h, k) Here it is (0, 0) Hope that helps Thanks

[@jayne1822]

@@MathematicsTutor Thank you so much

[@vexclaudio3193]

could i just use rise/run when finding the slope, it saves time but idk if it’s true in all cases

[@zoeyyuen4204]

yea i’m pretty sure it’s the same thing

[@nolimit_bans604]

Legend

[@scott.x__x]

Is there a difference between tangent to a circle and a tangent on the circle!?....please urgent

[@_niellan]

yeah, same question

[@alexdodd9223]

When solving for "b" can you write it as 6.25?

[@MathematicsTutor]

Yes off-course. However, Standard form of equation without decimal is always first preference.

[@alexdodd9223]

Ok, ill keep that in mind, Thanks

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This guy is lit.

[@nikhilsoni9221]

Thnks sir

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[@cyrusdotillos3498]

struck in finding playlist

[@olaadwarseme9792]

Please may i get the solution of this: Find the points on the curve (X^2/4) +(Y^2/25) =1 at which the tangents are parallel to x axis. I wll appreciate.

[@guts6881]

clutch

[@musclebound5724]

I’m not too sure where the multiplication is quite coming from

[@MohammedHaress-hw7bd]

Sir let me kiss you're hands❤

[@muhammadsajid7662]

Thank you very much sir

[@oxygen_123]

Are u here after 6 years?

[@nxft6526]

why is b not 25 though why did you divide it by 4

[@b07x]

4 + 9/4 = 16/4 + 9/4 = 25/4

[@abdulrahman4]

indians are gift from god

[@멋진의대생]

This is eaaaaaaasy

[@endone3661]

ahh my brain !!

[@endone3661]

why are we here ? just to suffer ? o..o

[@saurabhmaiti2003]

pro tip:- just differentiate wrt x dy/dx gives slope of tangent then write one point form formula Save ur time

[@nilsodor]

Why can't I just derive y=(5^2-x^(2))^(0.5) ? I know it's wrong but I don't understand why...

[@nilsodor]

To get the slope that is

[@umeramer8558]

I know a formula and did it in two seconds

[@i1113]

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[@nikki9260]

thanks daddy xx

[@baharosman1416]

Brain reader

[@rohankajla2036]

Wrong method as the tangent pass through that point not that point is point of tangency

[@ubaidshah1910]

muh Tayngent

[@Venom-nk8nd]

🇵🇬.,

[@mohammadjs1306]

Thank you sir