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mja aa rha hai naa
mja aa raha hai na
最后更新: 2018-05-27
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kl gym jaana hai naa
kal mana gym jana h
最后更新: 2021-05-23
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wo bohot thak gayi hai naa
wo bohot thak gayi
最后更新: 2018-12-11
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tumhe pata hai naa hum kaha mile the
tumhe pata hai mai kha se hun
最后更新: 2021-04-24
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california's a no fault state.
california's a no fault state.
最后更新: 2019-07-06
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a-no ang ku-lay ng ga-tas
a-não ang ku-lay ng ga-tas
最后更新: 2012-03-05
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aap batao to me apko pahchanu na photo hai naa naam
dude, are you crazy?
最后更新: 2024-04-15
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doctor ke pass se ane ke bad call nhi kiye sav thik hai naa
doctor ke pass se ane ke bad call nhi kiye sav thik hai naa
最后更新: 2021-05-07
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baat nahi karnee kaa hai aapkoo kuch reply nahi dae rahi hai aap
baat nahi karnee kaa hai aapkoo kuch reply nahi dae rahi hai aap
最后更新: 2021-06-29
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tera sath.mera koi lena dena nahi hai naa hi jintu k sath lena dena hai so good bye.me block kar rahi hu
tera sath.mera koi lena dena nahi hai naa hi jintu k sath lena dena hai so good bye.me block kar rahi hu
最后更新: 2023-10-12
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ab jab aap koi aur functions ke bare me patha tho ab ham derivative lenge ham yah chain aur product niyamo se karenge ab ham thode accha derivative karenge mai sochtha hu ki derivative exposure ke baare me hai, yah bas mehnath ke bare mai hai insleyen mai aapko zyaada mehnath karne ko kehtha hoo ye kabhi kabhi bahuth mazedar hai aur kabhi kabhi ye vuh maths se bhi aasan hai jo tumne seekha bas starting mee yah confusing lagega abh ham start karenge. to kahe ki f of x sin of 3x to the fifth + 2x ab f prime of x kya hai yah function ka derivative kya hai ham chain neyam ka isthamal karenge ham inside ka derivative lenge abh inside ka derivative kya hai yah tho 5 into 3 15x to the fourth +2 hai abh ham bade funcy=tion ka derivative lenge ham pichle video me derivative ke baare me seekha sin ka derivative kya hai vuh cosine hai ab yuh cosine * 3x to the fifth + 2x 3x to the fifth + 2x bada aasan hai naa abh ham aur karenge abh
now that you've been introduced into some of the other functions that we can take a derivative of, we can now apply them using the chain and the product rule. so let's do some fun derivatives. and i think derivatives is all about exposure, it's all about practice.
最后更新: 2019-07-06
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