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Find the particular solution of edy/dx = x + 1, given that y = 3, when x = 0.

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Given edy/dx = x + 1

Find: Find the particular solution of this differential equation.

Integrating both sides

Using Integration by parts

Put C = 3 in equation (i)

Hence, The Solution is y = (x + 1) log |x + 1| - x + 3.

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