METHOD OF VARIATION OF PARAMETER | LINEAR DIFFERENTIAL EQUATION OF SECOND ORDER | WITH EXAMPLES

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ORDINARY DIFFERENTIAL EQUATION OF HIGHER ORDER
ENGINEERING MATHEMATICS-2 UNIT 1
BAS203

LECTURE CONTENT:
Ordinary Differential Equation of Higher Order
Linear Differential Equation of Second Order
Method of variation of parameters (Method 4)
Working Rule for method of variation of parameters
Solution of Linear Differential Equation of Second Order by method of variation of parameters
Solution of all important examples.

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how to solve method of variation of parameters.

@FEARLESS INNOCENT MATH
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Engineering Mathematics 2
Engineering Mathematics-II

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By: Dr. Anuj Kumar
Assistant Professor (Mathematics)
Ph. D, Gold Medalist in M. Sc and B.Sc.
National Fellowship (JRF & SRF) Holder During Ph. D.
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Sir but very muchh thanku mere, aur mere dost ne aapse padhkar aaj paper alag hee f0da hai, sir so much thanks to you only

Ansh-yq
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thank you sir for this video your content is really amazing ❤❤

AkashGupta-mrkj
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Sir m4 ke bhi one shot bana dijiye please

saumitrasrivastava
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Sir 15:30 pr t^2 kyu liya... Why cant we take t only

deekshatrivedi
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Sir, ode of second order & linear differential equation of second order are different topics ??

sudha
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Sir normal form se syllabus m mention nhi hai..? Toh y syalbus m hai?

Videos.Dairies-gj
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Example 5. Solve by the method of variation of parameters: (d ^ 2 * y)/(d * x ^ 2) - 3 * d/dx (y) + 2y = (e ^ x)/(1 + e ^ x)

Sir is question me jab ham Auxiliary
Create carenge to m² -3m +2=0 ayegi aur sir ham jab isko solve karenge to hmare ROOTS m= 2 aur m=1 ayenge tab SIR hmara CF=C1e²x +C2e¹x ayega is condition me sir u=e²x and v=e¹x hoga aur sir jab ham is CF = C1e¹x + C2e²x le rahe

hai to u=e¹x and v=e²x hoga
Is condition me mai u aur v ki value select nahi kar pa rha hu kyuki CF to dono same likhe hai
(Please sir reply kar dijiye 😢😢😢😢😢😢😢😢😢😢)

MFeelingtogrowmath
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Namastey sir...Sir is topic pe jo apki purani video hai... Usko dekh liya sir.. To sir ye wali bhi dekhni hai ya aage ke topics padh lein.... Wo enough hai for this topic

VisheshtaSharma-yx
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Application of differential equations in solving engineering problems

sir ye topic bhi ha syllabus me

krishsehgal
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Sir please numerical techaniques start kariye

quickhindi
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Sir aap ABES college ka professor ho kya

trickerboynishu
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Sir Aaj ke paper me zero aaya tha, r toh answer zero hee hogya sahi hai na

Ansh-yq
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sir chapter 4, 5 ke bhi notes de dijiye

hindilofi
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Sir 15 ko daalte toe aaj mai eak question shi kr leta sessional me lekin koi nhi ab seedha end semester phoduga

legendarysahil
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sir solution by reduction of order and normal form iss year syllabus ma ha??

divyagarg