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Pde 428 Form

Pde 428 Form

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Instructions and help about Pde 428 Form

hello everyone in the previous lecture I shared with you the formation of partial differential equation by elimination of arbitrary constant and in current lecture I'll share with you the elimination of formation of partial differential equation by elimination of arbitrary function so how will you identify that whenever relation of this X Y is there door independent and dependent variable are given in terms of some unknown function so that is called arbitrary function so we have to eliminate it so here this is just a constant it's not an arbitrary so a is constant so it is a constant it is not arbitrary arbitrary means which can change so here we don't know what is a function it can be anything it is f of X plus y the first step is differentiate with respect to X because independent variable are x and y so i differentiate with respect to x the first step is of the right-hand side do the ordinary differentiation of the function and then differentiation of e x plus y is a or more briefly

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