Let be the solution of the Initial Value Problem: Where and are continuous. Show that the solution can be represented in the region as: . I honestly have no idea where to start. :-(
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Originally Posted by mathematicalbagpiper Let be the solution of the Initial Value Problem: Where and are continuous. Show that the solution can be represented in the region as: . I honestly have no idea where to start. :-( Hint: Use the change of coordinates and rewrite the PDE using
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