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Civil Engineering Subjects Help In Noida

 Academy Of Engineers Noida Is Top Most Coaching Institute For B.Tech Back Paper Subjects In Delhi NCR. Students Always Ask Which Is The Best BTech Tuition Institute? If You Are Looking For BTech Subjects Tuition Contact Academy Of Engineers.  Hence Join Academy Of Engineers. Get Help In Top Back Paper Tuition Class With 100% Results. It Is Widely Known That Only 7% Engineering Graduates Are Employable Rest Of 93% Are Not Fit For Employable. There Are Many Factors For This. Among All The Factors Most Important Is The Way Of Learning And Teaching. Another Most Important Factor Is Lack Of Support From Professors. Students Curious To Know How To Pass BTech Civil Engineering Subjects? The Answer Is Join Expert Civil Engineering Professor. Hence, Get Help In University BTech Back Paper Tuition In Delhi.

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Series Solution And Special Functions: Series Solution Of Second Order Ordinary Differential Equations With Variable Coefficient (Frobenius Method), Bessel And Legendre Equations And Their Series Solutions, Properties Of Bessel Function And Legendre Polynomials.

Laplace Transform: Laplace Transform, Existence Theorem, Laplace Transforms Of Derivatives And Integrals, Initial And Final Value Theorems, Unit Step Function, Dirac- Delta Function, Laplace Transform Of Periodic Function, Inverse Laplace Transform, Convolution Theorem, Application To Solve Simple Linear And Simultaneous

Differential Equations: Fourier Series And Partial Differential Equations Periodic Functions, Fourier Series Of Period 2, Euler’s Formulae, Functions Having Arbitrary Periods, Change Of Interval, Even And Odd Functions, Half Range Sine And Cosine Series, Harmonic Analysis. Solution Of First Order Partial Differential Equations By Lagrange’s Method, Solution Of Second Order Linear Partial Differential Equations With Constant Coefficients.

Applications Of Partial Differential Equations: Classification Of Second Order Partial Differential Equations, Method Of Separation Of Variables For Solving Partial Differential Equations, Solution Of One And Two Dimensional Wave And Heat Conduction Equations, Laplace Equation In Two Dimension, Equation Of Transmission Lines.

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Partial differentiation and its Applications: Partial derivatives of first and second order. Euler’s theorem for homogeneous functions (without proof). Derivatives of Implicit Functions, total derivatives. Change of variables. Jacobian. Taylor’s theorem for function of two variables(without proof). Error and approximation. Extreme values of function of several variables(maxima ,minima, saddle points). Lagrange method of undetermined multipliers. Partial differential equations: Formulation, solution of first order equations,
Lagranges equations, Charpit’s method

Laplace Transformation: Definition, Laplace transformation of basic functions , existence condition for Laplace transformation, Properties of Laplace transformation(Linearity, scaling and shifting). Unit step function, Impulse Function, Periodic Functions. Laplace transformation of derivatives, Laplace transformation of integrals, differentiation of transforms, Integration of transforms, Convolution theorem ,inverse Laplace transformation. Solution of ordinary Differential equations.

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