The solution of the differential equation d y-d x-2 y tan 2 x-e2 x 2 x is

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Linear Differential Equations of First Order

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Question

The solution of the differential equation $\frac{d y}{d x} - 2 y t a n 2 x = e^{2 x} s e c 2 x$ is

$y s i n 2 x = e^{2 x} + c$

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$2 y c o s 2 x = e^{2 x} + c$

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$y = e^{2 x} c o s 2 x + c$

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$y c o s 2 x + e^{2 x} = c$

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