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all right just real quick an example for a differential equation that you may not even have a solution to it and technically no real valued solution okay so lets look at this differential equation here is the first derivative and then Square and then we add it with the original so we have two Y Square and then we add 4 to that its equal to 0 this right here does not have an answer to it ok and this is how youre going to argue it lets isolate this first which is the first derivative and then you square that right and thats moved everything else to the right-hand side and as you can see we end up with negative Y squared and then minus 4 isnt it and now you see both of these are negative so I can factor it out you will have dy DX and then square this is equal to negative and the print is y square plus 4 like this okay well look at this this is something whatever it is and then you square that this is always positive isnt it right however if you look at this carefully Y square its
