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MathsCasts: Differential and Difference EquationsEpisode from the podcastMathsCasts: Differential and Difference Equations
Laplace transform solution of a 2nd order, constant coefficient, non-homogeneous ODE with boundary conditions (MathsCasts)

Laplace transform solution of a 2nd order, constant coefficient, non-homogeneous ODE with boundary conditions (MathsCasts)

Released Monday, 2nd September 2013
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Laplace transform solution of a 2nd order, constant coefficient, non-homogeneous ODE with boundary conditions (MathsCasts)

Laplace transform solution of a 2nd order, constant coefficient, non-homogeneous ODE with boundary conditions (MathsCasts)

Laplace transform solution of a 2nd order, constant coefficient, non-homogeneous ODE with boundary conditions (MathsCasts)

Laplace transform solution of a 2nd order, constant coefficient, non-homogeneous ODE with boundary conditions (MathsCasts)

Monday, 2nd September 2013
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We solve a 2nd order, constant coefficient, non-homogeneous ODE with boundary conditions at t = 0 for y and y'.
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These 'Differential and Difference Equations' related MathsCasts are produced by the mathematics support centres at Swinburne University, the University of Limerick and Loughborough University. They are part of an ongoing collaborative research project to develop high quality resources and investigate the effectiveness of MathsCasts to support mathematics learning. They are mostly targeted at prerequisite to first year level, in a range of subjects such as: Engineering, Sciences, Business, Computing and Technology. We have also commenced production of second year mathematics topics. MathsCasts are licensed under a Creative Commons Attribution-NonCommercial-NoDerivs 3.0 Unported License The three mathematics support centres can be contacted the following way: MASH Centre (Swinburne, Australia) http://www.swinburne.edu.au/engineering/mathematics/mash MLC (Limerick, Ireland) http://www.ul.ie/~mlc MLSC (Loughborough, UK) http://mlsc.lboro.ac.uk

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