a) Solve the differential equation: d²y (2x + 1)² -2(2x + 1) dx² dy dx - 12y = 36x
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Step-by-step explanation:
dy/dx=-3(d/dx(x⁴))+2(d/dx(x²))+d/dx(10)
dy/dx=-3(4x³)+2(2x)+0
dy/dx=-12x³+4x
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