2nd Year Mathematics, Ch 2,Lec 2, Exercise 2.7 Question no 4 & 5 -Inter Part 2

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In this online lecture,Muhammad Naveed Jaffar explains FSC part 2 Mathematics Chapter 2 Differentiation.The topic being discussed is Topic Exercise 2.7 Question no 4 & 5.

punjab text book board/Sindh text book board/KPK text book board 12th Class book 2 lecture is conducted in Urdu/hindi/English. This lecture for 12th class Mathematics Chapter 2 is created for all students who want to prepare this topic in detail.

If you have any questions about this lecture on 12th Class Mathematics ch 2 , you can go to

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You are a great teacher sir I understand your lectures easily and now I am able to deliver your lectures to others face to face

afaqahmad
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Sir you are doing great for helping students. You clear our concepts very well. Allah ap ko khush salamat rakhay(Ameen)

infosphere
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i appreciate k sir sach mein ap hmary sb comments ko positive lety hn aur hmari feedback py action bh lety hn
ap bhoth acha pharaty hn

luckycat
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Jzak Allah Sir .Stay blessed Sir U r my fav maths Sir . Math is now becoming easy cuz of u I like it now 😻😻

Attitude
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Thank you so so much ❤️🤗. Sir G!
Is Covid k wqt mn ap ka LactureS mrii help kr rh hain❤️🙌. Allah Pak apko iska Ajjar da❤️🙌 Ameen

faheemfaisal
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U r a great teacher of maths ..I better understand ur lectures than any one.. Kindly u can also deliver ur lectures of 1st year..

bismasafdar
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Sir your teaching method so good ....👏👏👏👏

afzalramzan
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U r a graet teacher sir
Allah bless u❤❤❤❤

aroojkhayyam
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Allah aap ko kamyab kare sir ameen suma ameen great sir haan aap

ptilovers
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Sir you are great 👍 I easily understand your lectures

abdullahshahid
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Thank. You sir !
Your method is too good. 👍🏻

anwaalbatool
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sir apke liye to dil se dua nikalti ha... ♥

itsfantastic
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You are best teacher for mathematic your teaching method is very well❤️😘❤️

ayeshaasshu
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mujhe is bat ki khushi hai k main is qabil to hui k main apne teacher ko bata sakoon k sir ap k lectures ki waja se meri compelete tayari hogai hai

sadiaaltaf
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JazzakAllah... apko Allah buhat zayada deeen dunya ki dhulat ata kree.. ameen

Sana_Javed.
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sir ap koi aisa chenal nahi jis mein tamam quastion solove ho

zohaibahmad
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Pta b nh chla me apka lecture sunta rha sath sath note krta rha n mera question clear ho gya thank you so much sir

syedsubtainshah
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Sir my question is that as we proceed taking the derivative of So on upto nth order derivative the process becomes so lengthy and complex. Is there any formula or expansion to slove such problems?? Just like when we take higher powers of (a+b) more than cube, we use binomial expansions and binomial series, so what is the solution of higher order derivatives plz reply.

Loopstag
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sir g Allah pak ap ki lambi umer kry ameen

muhammadtalha
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Sir pora saal ni parha ab paper me 8 din han and I am on your channel but 😅great experience having here !! Any way stay blessed 😊

rukhsarali