Implicit differentiation

This video covers implicit differention, used for differentiating functions of x and y. 3 examples, including a past exam question, cover using implicit differentiation with the product rule and exponentials.
Enjoy!
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[@ummaysumaiya9104]

U helped me a lot, I loved your teaching, I didn’t understand calculous in 2 years, your video made them easy for me now, I'm grateful to you...
Thank you Miss Sara, You're ❤️

[@johnmarkfornahj-innovator7950]

Hello,
To God you deserve to express my gratitude towards calculus.
Since high school I don't love calculus and its makes me not even to study neither know it.
Even its makes me to hate my lecturer year one for this calculus due to not understanding the topic.
Also was discouraging too my other online tutor.
But when I tested to listening your tutorial from differentiation, totally you draws my attention to love this topic calculus and now am enjoying it.
But at first even don't want to hear someone calls the topic calculus, then my mind started discouraging.
Now am so exerted to love this topic calculus😊😂❤.
Thank you, may God bless.

[@theloveofgod9434]

You're teaching on the right pace, perfect.😊 Thank you very much 🙏

[@Reobokile]

i have literally been on this sub- topic for so long its embarrassing, thank you so much. I finally understand

[@robinsonosei6230]

my colleagues tried teaching it so many times that i sometimes forgot u made it seem so easy thank you very much

[@manishasarkar6611]

I didn't get how you differentiated 2x³y² by product rule here.

[@mekaajulo-yk4rt]

having a test tomorrow, with this video am goanna pass.

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really helpful, thank you

[@elshadaybekele-px3cl]

Thank you so much. You make is easy for me.

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wow! thank you soo much mam .your video was help to understand me calculus ❣❣❤

[@jaidevmeena3986]

awesome....i loved it..

[@lefokomafoko2814]

economics student, love the videos so much , short and to the point

[@StarfishMaths]

Thank you! Glad they helped

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Same here 😅

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Can you please make a video explaining the different parts of a level maths and further maths

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[@SaniUpInunjAdamu]

Keep it up pls can u do more of geometry and equation

[@akashiya9616]

Hi...!! may you plz tell me that how to find dy/dx of xy+y²=tan x+y.

[@deadsy11]

thank you very much, my test is tmr

[@guideo2179]

Thankyou👍👍
In last question's last step dy/dx should be 4/_2 rather than 4/-1

[@guideo2179]

Correct me if I am wrong

[@kathyaung4269]

4/-1 is correct actually.
4/(e^0 - 2) = 4/(1-2) = 4/-1= -4

[@Nombeko]

At time 6:10 where did we get the 4 and what happened to the 2?!
Also at time 8:48 does the power rule apply if so why wasn’t the exponent -2x subtracted by 1?!

[@rahulgohil9251]

for 6:10 u just multiply the 2s to get 4 i was thinking the same

[@atinislam8730]

Thank you Mam.

[@jeanpierregalea9048]

10K subs!!

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[@StarfishMaths]

Why thank you

[@akashiya9616]

Hello, Your videos are quite different and really easy to understand bcaz you start from basic and simple things. plz make some more videos on Calculus. Like derivatives of inverse trigonometric functions
Lagarithmic functions
Application of derivatives
Derivatives of functions in parametric forms.. etc. plz....

[@StarfishMaths]

Absolutely - I have a few more vids on calculus, have a look at the playlist. Parametric equation coming soon! Glad you enjoyed 👍

[@akashiya9616]

@@StarfishMaths thanks... keep it up..🙂

[@robertrakaipen-wn8yw]

How did you get -65/14. Can you do it bit by bit. Am confused here

[@georgeannan5933]

Good explanation!

[@kekeletsoletsoara48]

Why didn't she multiply the dy/dx with the 6x^2y^2?

[@sritharan8932]

Super

[@PatrickK.Acquah]

Please, aid me to have all the examples solved.Thank you.

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Differentiate sine inverse (3x - 4x ) in respect to x

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[@subramaniankaushik]

In this video when we replace x =1 and y = 5/2 we get dy/dx = 10, how did we get -65/14

[@StarfishMaths]

Check it again maybe on your calculator? I still make it -65/14

[@subramaniankaushik]

@@StarfishMaths You are right :-)

[@anthonychansa6949]

@@subramaniankaushik I don't think the answer is correct.

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Your so speedy

[@hahahagivehsn7124]

Could you please slow down

[@mathematips]

Please post your email

[@adnanshahbaz7166]

Man its in the description