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0:11:55
Fourier Sine Transforms || Fourier Sine Transform of e^(-ax)/x ||
0:12:22
Legendre's Linear Equations | Lecture 02 | Differential Equations of Higher Order
0:18:59
Z Transforms || Problem 02 || Problems on Initial Value Theorem ||
0:15:20
Z Transforms || Problem 01 || Problems on Initial Value Theorem ||
0:07:16
Z Transforms || Difference equation || y_(n+2)-4y_n =0 ||
0:10:26
Z Transforms || Difference equation || u_(n+2)-4u_(n+1)+3u_n =3^n ||
0:12:09
Z Transforms || Difference equation || y_(n+2)-5y_(n+1)+6y_n =u_n ||
0:10:54
z transform || Find the z-transform of cosh nθ and sinh nθ || Mathematics Tutor
0:12:23
Z Transforms of sin(3n+5) & cos(nπ/2+π/4) || Mathematics Tutor
0:09:35
Z Transforms of (n+1)² & sin n theta || Mathematics Tutor
0:09:57
Inverse Z Transforms || (z²+z)/(z³+6z²+11z+6) || Mathematics Tutor
0:16:04
Inverse Z Transforms || (z³-20z)/(z-2)³(z-4) || Mathematics Tutor
0:08:08
Inverse Z Transforms || (2z²+3z)/(z+2)(z-4) || Mathematics Tutor
0:15:54
Inverse Z Transforms || (8z-z³)/(4-z)³ || Mathematics Tutor
0:09:00
Legendre's Linear Equations | Lecture 01 | Differential Equations of Higher Order
0:13:28
Cauchy's Linear Equation | Lecture 03 | Differential Equations of Higher Order
0:13:12
Cauchy's Linear Equation | Lecture 02 | Differential Equations of Higher Order
0:15:48
Cauchy's Linear Equation | Lecture 01 | Differential Equations of Higher Order
0:09:04
TYPE 4 HIGHER ORDER DIFFERENTIAL EQUATIONS PART 3
0:08:17
TYPE 4 HIGHER ORDER DIFFERENTIAL EQUATIONS PART 2
0:11:20
TYPE 4 HIGHER ORDER DIFFERENTIAL EQUATIONS PART 1
0:11:04
TYPE 2 HIGHER ORDER DIFFERENTIAL EQUATIONS PART 3
0:08:19
TYPE 2 HIGHER ORDER DIFFERENTIAL EQUATIONS PART 2
0:11:29
TYPE 3 HIGHER ORDER DIFFERENTIAL EQUATIONS PART 2
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