Bernoulli's Differential Equation | Reducible to linear Differential Equation | Problem 1 | Maths

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problem on Bernoulli's Differential Equations

numerical on Reducible to linear differential equation

first order differential equations

#Maths2
#differentialequations

@gautamvarde
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sir meri ek dost pdh k gyi thi aapke playlist se aaj voh bht khush hai maths k exams se phle

sumitpandey
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Thanku Sir pura basic Se samjhane Ke liye

NISHAKUMARI-yhm
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Thanku Sir ! you are cleared almost all basic doubts for bernoulli's

rishabhsinghthakur
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Last moment pr pd kr ja rhi hoon I hope pass ho jau kl paper h m2 ka 😩tqsm itna acha content banane k liye kash phle pd leti

Sonaligupta
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Ye theorem kisi ne nahi samjhaya mere ko 😢 thank you sir 😊

VeerendraAhirwar-nd
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6:00 Sir 😢 -1y^-1-1 likh ke kyun phir se dy/dx likh rehe ho ?

Veryfied_z
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Nice sir Love from Pakistan 🇵🇰❤️🥰🥰❤️🥰🥰❤️🥰

Silentexpression
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Itna clear concept to koi nahi btata😮😮

AmishaKarn-bw
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Finally, the one video that made me understand Bernouli's Equation. Thank you so much sir. Much Love

NickSJ
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Sir take love from Bangladesh..your teaching style is so beautiful..ma sha Allah 😊❤....May Allah bless you..Amin..😊❤🇧🇩🇧🇩🇧🇩🇧🇩

annyson
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Sir Newton's law of cooling pe bhi video banae please

myimaanofficial
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Sir hr question m y^2 se hi divide krna h kya?

Yuviii_x
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sir method ke step galat he ek baat check kijiye

dionpirate
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Sir yeah sahii method ha naa isme v ki value put nhi krenge toh bhi sahi rahega kya

Techieengineerr
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If 4(y d_{w} + p(x) * y = Q(x) * y ^ n is a Bernoulli differential equation then tick the correct statement(s).

(a) For n = 1 given differential equation can be solved by variable separable.

dv b) For n ne1 on substituting y^ n-1 =v gives (- v)/(dx) + (1 - n) * p(x) * v = (1 - n) * Q(x)

(c) * Forn = 1 given differential equation can be written as y^ prime prime (uy)/(dx) + p(x) * y ^ (1 - u) = Q(x)

(d) For 1 given differential equation can be written as y ^ (- n) * (ay)/x + p(x) * y ^ (- (n - 1)) = Q * (x)
Plzz ans 🙏

sudha
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Bhai jindagi mai yahi eek question hai kya joo sirf issi kee perspective padha rhe hoo

shoryasinghal