learning boat

3 dimensional space has only one parameter more than 2 dimensional plane that is height and if we look like this , let us say for example if a 3-D object , which has length , breadth and height as its 3 properties and if we just start reducing the height which is the specific parameter for an object to be 3-D then the resultant image we guess in our eyes right now is this , but actually this is not the case because when you make the height parameter completely zero (h=0) then we actually 'cant see that object ' but that doesn't mean that that object itself does not exist , we can say that object exist in the 2-D plane. which leads to the statement that '' whatever we see in this world that just the elevation of 2D and the things that we cant see that does not mean that it does not exist''.

Hello everyone ,                         This is Vidyasagar Tandle student of computer science and engineering . a music lover and blogger.