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1D heat equation - Problem 2

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1D Heat equation - problem 1
1D heat equation - Problem 3
#1D_wave_equation || One Dimensional wave equation with initial velocity - Problem 2
1D_wave_equation || One Dimensional wave equation without initial velocity - Problem 2
#1D_wave_equation || One Dimensional wave equation without initial velocity - Problem 1
#1D_wave_equation || One Dimensional wave equation with initial velocity - Problem 1
#1D_wave_equation || One Dimensional wave equation with initial velocity - Problem 2
1D_wave_equation || One Dimensional wave equation with initial velocity - Problem 3
Find the Fourier series of f(x)=sqrt{ 1-cos{x}} in (-pi , pi
Find the Fourier series of f(x)=sqrt{ 1-cos x} in (0,2pi) and find 1 by 1.3+1 by 3.5+1 by 5.7+ ...
In the following link, I have explained, to find inverse Z-transform by using Partial fraction Method.
Fourier series || example of Fourier series in the interval (-\pi,\pi)
Find the FS of f(x)=x^2 in (0,2l).Hence deduce that 1 by1^2+1 by2^2+ 1 by 3^2+...
Find the Fourier series expansion of f(x)= x+x^{2} in (-pi,pi)
Find the Fourier series f(x)= 1+x+x^{2} in (-pi,pi) and the value of 1 by 1^2+1 by 2^2+1by3^2+...
Find Fourier series of f(x)=0, in (-pi ,0), sin x,in(0,pi) hence find 1 by 1.3+1 by 3.5+1 by 5.7+...
In the following google drive link, you can down load Transforms and Partial Differential Equations Subject Important Question pdf
1D heat equation - Problem 3
#1D_wave_equation || One Dimensional wave equation with initial velocity - Problem 2
1D_wave_equation || One Dimensional wave equation without initial velocity - Problem 2
#1D_wave_equation || One Dimensional wave equation without initial velocity - Problem 1
#1D_wave_equation || One Dimensional wave equation with initial velocity - Problem 1
#1D_wave_equation || One Dimensional wave equation with initial velocity - Problem 2
1D_wave_equation || One Dimensional wave equation with initial velocity - Problem 3
Find the Fourier series of f(x)=sqrt{ 1-cos{x}} in (-pi , pi
Find the Fourier series of f(x)=sqrt{ 1-cos x} in (0,2pi) and find 1 by 1.3+1 by 3.5+1 by 5.7+ ...
In the following link, I have explained, to find inverse Z-transform by using Partial fraction Method.
Fourier series || example of Fourier series in the interval (-\pi,\pi)
Find the FS of f(x)=x^2 in (0,2l).Hence deduce that 1 by1^2+1 by2^2+ 1 by 3^2+...
Find the Fourier series expansion of f(x)= x+x^{2} in (-pi,pi)
Find the Fourier series f(x)= 1+x+x^{2} in (-pi,pi) and the value of 1 by 1^2+1 by 2^2+1by3^2+...
Find Fourier series of f(x)=0, in (-pi ,0), sin x,in(0,pi) hence find 1 by 1.3+1 by 3.5+1 by 5.7+...
In the following google drive link, you can down load Transforms and Partial Differential Equations Subject Important Question pdf