![Laplace Transform (1) [ Introduction]](http://img.youtube.com/vi/c9P3DfKqKKw/sddefault.jpg)
![Laplace Transform (2) [Proof Of Standard Forms]](http://img.youtube.com/vi/iFNyg-O_A-4/sddefault.jpg)
![Laplace Transform (3) [ Simple Problems ]](http://img.youtube.com/vi/EK4wk4uK09o/sddefault.jpg)
![Laplace Transform (4) [ Hyperbolic Functions Made Easy ]](http://img.youtube.com/vi/Vbhl4S5mLMw/sddefault.jpg)
![Laplace Transform (5) [ Exam Oriented ]](http://img.youtube.com/vi/ttm5XxCy06o/sddefault.jpg)
2 - LPP - Simplex Method
TESTING AREA - VIEWERS CAN IGNORE THIS PART
$\color{purple}{\dfrac{d}{dx}(sinx)=cosx}$
$\color{red}{\dfrac {d}{dx}\left( x\sin x\right) =x\cos x+sinx\times 1}$
$\:=x\cos x+\sin x$
$\color{purple}{\dfrac{d}{dx}(sinx)=cosx}$
$\color{red}{\dfrac {d}{dx}\left( x\sin x\right) =x\cos x+sinx\times 1}$
$\:=x\cos x+\sin x$
$\color{blue}(L\left\{ \sin at\right\} =\dfrac {a}{s^{2}+a^{2}}$
