hi mam i am your greatest fan for mathematics tricks i want from you to make a video on the identification of conic section from given parametric equation please hi friends if you need this video topic then like here and request this chapter to madam
Wawu sir thanks i am from Ethiopia and now hyperbola is too simple 🎉🎉🎉🎉🎉 center(2,3) vertex(2,6)(2,0) foci(2,3under radical 5 +3) and (2,3under radical 5 _3) eccentricity =under radical 5
thank you so much mam for uploading such a wonderful video........ and... HATS OFF FOR YOUR TALENT MAM.... YOU ARE MY SUPER HERO IN MATHS .. YOUR TRICKS ARE AMAZING !!!!!!!!!!
Wowww ma'am!! Really amazing tricks! Thanks for the best tricks available on UA-cam ❤️❤️ Pls upload trick for full class 11 and 12 chapter from JEE point of view 🙏
Mam in previous video of conic in which u have identified that whether it is a parabola or hyperbola etc and the examples in this there is not present xy term whose coefficient is b so that it would be a hyperbola so how this is hyperbola ?? Plz answer
Super duper trick mam... Realy Awesome 🌟.. Its DIY ans is center(2,3), vertices are (6,3)and (-2,3), foci are (7,3) and (-3,3) and eccentricity is 5/4... I hope it will be right ✔️... Tysm alot mam for this amazing trick.. Love u.. ❤❤❤
Mam ur method of teaching is just amazing actually your way to teach is awesome and your tricks are really helpful mam actually I m a student and I m persuing. NDA so can u pls describe me how we should prepare for it
Best UA-cam channel for Mathematics!!!!!
Thank you. Please share the videos with people around you.
Stay connected
Absolutely
Yes mam!!!!
Yo
@@rushilboligarla6955 true🤣😂😂
Loved this ma'am!Center (2,3)
Vertices (6,3) and (-2,3)
Focus (7,3)and(-3,3)
And
the Eccentricity 5/4
I'll cut a lot of questions with this sword method ..... 😁😁 .. Thank you .. Mam 👏👏 👍👍
Center (2,3)
Vertices (6,3) and (-2,3)
Focus (7,3)and(-3,3)
And
Ecntricity 5/4
Super answer I like it thanks
That's right
ecenticity me 4 kaise aaya
iska formulla kya hota h
@@StatusKingyt c^2 = a^2+b^2
Therefore c is 5
We know that c = ae
Therefore 5 = 4e
Therefore e = 5/4
Centre (2,3)
Vertices (6,3) n (-2,3)
Foci (7,3) n (-3,3)
Eccentricity = 5/4
This video is really helpful 4 me mam
This question became very easy because of you mam
Thanks
I got my NDA Exam tomorrow.Just watched all your videos.Wish me luck.
Good luck
How did you do?
How was your exam
Kya hua ab 😂
Gaya😂
Nice trick Iam teacher in Narayana educational institutions and Iam teaching from 7 years but I never seen this trick really appreciate your effort
Give complete note about conic section(parabola, ellipse, hyperbola) for NDA examination
Today is my Entry Test and This channel literally saved my future, Thank you so much.
How can u assure that yet , I mean ur future
IF YOU COULD MAKE A VIDEO ON :
How can I find separate equation from pair of straight line? SHORTCUT.....IT WOULD BE OF GREAT HELP......
5:12 is this trick same for elipse?
A VERY GOOD AND SIMPLEST MATHS CHANNEL I HAVE EVER SEEN NICE MAAM AND I WISH EVERY ONE LOVE UR CHANNEL
I wish I had a teacher like you at school.
Centre (2,3)
Vertices (6,3),(-2,3)
Foci (7,3),(-3,3)
Eccentricity 5/4
Superb channel mam and it is very helpful for us. Tnq mam 🙂
Hlo bro what are you doing now.????
Wow 😲 😳😳 what a tricks
Ma'am you are really great . Even my coaching institute does not teach me these types of tricks for jee. God bless you ma'am
Sup trick to solve question..thankq
Nice mam your explanation and you are my best for preparation
👍👍👍
Thank you ,yes I have fallen in love with these tricks
Mathematical inclined is the best mathematics channel in youtube, Excellent mam
Can we use sword method in ellipse also..... @mathematically inclined
Thanks mam for your trick , it is so quick and easy !!!
Center:(2,3)
Eqn:(y-3)²÷9-(x-2)²÷16=1
Vertices:(4,3)or(-2,3)
Foci:(8,3)or(-2,3) mam pleas say me this is correct
Centre (2,3)
Ver. (6,3) (-2,3)
Foci(7,3) (-3,3)
E (5/4)
I m having my NVS TGT maths exam.. really helpful...neha ma'am
Best way to learn concept of maths...very easy very fast and very accurate .....
Ma'am Please include equation of tangent and normal in next video as they are important from jee point of view
----Chapter hyperbola
Yes
Ryt bro
Great tricks ma'am..
I think now it's gonna be very easy to solve these confusing questions
Ha yr
I so needed these videos on Conics..😭😭😭😭😭😭😭 Thank you so much. Conic kichu pari na. 😢
Hii
Preparing for NDA .....in unlock helped me a lot....thank you mam
That was awesome! Really! U got a fan!
What is the rule of major axes and minor axes and latus rectum of Conjugate hyperbola
Mam i like ur teaching ,can u explain demoivres theorem also
Thankyou ma'am for this trick. It's so easy and helpful!😍😍😍❤
Mam if eq also has xy term then what to do????
@@varadpawar8242 F
hi mam i am your greatest fan for mathematics tricks
i want from you to make a video on the identification of conic section from given parametric equation please
hi friends if you need this video topic then like here and request this chapter to madam
Centre:(2,3)
Vertices:(6,3) and (-2,3)
Foci:(7,3) and (-3,3)
Eccentricity:5/4
And thanks for the video ma'am.
No one can teach maths better than you! Thank you Mam ❤
Msr❤❤❤❤search kr
Wawu sir thanks i am from Ethiopia and now hyperbola is too simple 🎉🎉🎉🎉🎉 center(2,3) vertex(2,6)(2,0) foci(2,3under radical 5 +3) and (2,3under radical 5 _3) eccentricity =under radical 5
Excellent
Center:- (2,3)
Vertices:- (6,3),(-2,3)
Focus:- (7,3),(-3,3)
Eccentricity:- 5/4
Mam ur tricks are very very use ful thanks a lot mam👏👏👏👏
Thanks a lot mam to clear my concepts by such a simple method.....
Thank you so much......
super duper, Sister ji, I am big fan
U r great
U r a great math teacher
I also want to be a math teacher like u
Hardworker
Mam please make video regarding rectangular hyperbola concept... Please mam
This question became very easy because of you mam
Thanks
hlo mam ...i am fan of u ..i am watching ur all vedioes in lockdown ,,,,those helps me allot ...welldone madam ji
answer for DIY is
center :- (2,3)
vertices:- (6,3)&(-2,3)
focii:-(7,3)&(-3,3)
eccentricity:- 5/4
THANKS A LOT MAM.
U HELPED SO MUCH IN OUR STUDIES
Very much helpful for my entey test... #Love from Pakistan mam.... You are super cool😍😍
I am so happy for its method ... very very simple method
Madam explanation is excellent pls explain full short cuts ellipse jee mains all questions
thank you so much mam for uploading such a wonderful video........
and... HATS OFF FOR YOUR TALENT MAM.... YOU ARE MY SUPER HERO IN MATHS .. YOUR TRICKS ARE AMAZING !!!!!!!!!!
DIY ans:-
Centre=(2,3)
Vertices=(6,3)&(-2,3)
Foci=(7,3)&(-3,3)
e=5/4
"Mam" PLEASE MAKE ONE VIDEO ON TANGET ON HYPERBOLA😊
Nice mam keep t up
Thanks mam it helped me a lot ,😀😀🥰
Mam I have a conceptual question
Hyperbola is an unbounded curve then how can be have a center for it?
Wowww ma'am!! Really amazing tricks! Thanks for the best tricks available on UA-cam ❤️❤️ Pls upload trick for full class 11 and 12 chapter from JEE point of view 🙏
Mam your smiley face make question more easy 🙏🏻😇
DIY
Transverse hyperbole
6,3 and -2,3 vertices
5/4 eccentricity
17,3 and -9,3 foci
Thank u ma'am
(7,3) & (-3,3) are the foci
Nice.. Mam it's simply quite easy
Mam maine apke lagbhag sare video dekh mujhe samajh bhi aye 😊☺☺☺☺
Plz give videos for tangent and normal related concept of conic section plz i and many other my friends need it so it will helpful for us
Beautiful 😁😁
Absolutely Brilliant !! Love The Way of teaching May God Bless You Ma am
Thank you so much mam............
Ur Queen of math
You are excelent teacher.
Excellent mam.. i am continuous watching your classes... If xy comes in the equation what is the method mam...
Rectangular hyperbola & equation of tangent and normal in hyperbola
woooow i have nearly watched all
im amazed how she managed to find these tricks..
really........amazing
excellent
Mam agar esi koi form aai jisme x ka cofficient divide nahi kre constant value ko to Kya trick hogii
U r a commander love u mam😘😘😘😘😘
Centre (2,3)
Verices(6,3) &(-2,3)
Foci(7,3) & (-3,3)
Eccentricity 5/4
U r fabulous teacher ever I seen 👌👌👍
Mam in previous video of conic in which u have identified that whether it is a parabola or hyperbola etc and the examples in this there is not present xy term whose coefficient is b so that it would be a hyperbola so how this is hyperbola ?? Plz answer
Which book you following madam author please
Ma'am you are doing great work for us.
Thanks a lot
Ma'am what if the "bxy" term is present?
Very beautiful mam
Came here after three year
Ma'am what to do when there's an xy term...can we still apply this?
Your explaining style is awesome....❤💥
Mam can you please tell from you learnt all those tricks
Or you have invented themselves
The finest mathematics teachers off all time G.O.A.T
Thanks a lot ......neha mam . You helped me a lot in jee examinations!!😊😊
Is it applicable for ellipse?
If co efficent x square is not divisible by x what we can doo 🙄🤔
Is a2+ b2 =c2 also used for ellipse
Ma'am is this crisscross method can also be use to find the vertices, eccentricity, ect.., of ellipse by ellipse formula
Please make video on increasing and decreasing funtion
Mam , can u say please it is linear equation how to perform those tricks
Thanks mam for giving this cris cross trick just before NDA exam..
Center- (2,3)
Vertices- (6,3) , (-2,3)
Focai- (7,3), (-3,3)
e= 5/4
Super duper trick mam... Realy Awesome 🌟.. Its DIY ans is center(2,3), vertices are (6,3)and (-2,3), foci are (7,3) and (-3,3) and eccentricity is 5/4... I hope it will be right ✔️... Tysm alot mam for this amazing trick.. Love u.. ❤❤❤
Awesome
Mam, i want to many shortcut video about intregration ♥♥♥
Mam ur method of teaching is just amazing actually your way to teach is awesome and your tricks are really helpful mam actually I m a student and I m persuing. NDA so can u pls describe me how we should prepare for it
Very high quality videos..God bless you..
hi, i am from Bangladesh
Your video is reallyyyyyyyyy helpful for me, thank u sooooooo much 😘😘😘
This is applicable for ellipse and hyperbola both
mam,l had a doubt,prob .1,there is b= -16 , but u wrote just 16 in eqn, plz give explanation
superoooo super