Question: 1 Consider the differential equation 3thy = y -2ty with two linear independent solutions y1 and y2. Compute the Wronskian W [y1, y2]. 2 Consider

1 Consider the differential equation 3thy" = y -2ty with two linear independent solutions y1 and y2. Compute the Wronskian W [y1, y2]. 2 Consider the general second order linear differential equation with the independent variable missing y" + yy' = (Iny) (sing) Use the change of variables v = dy to show that the differential equation dx above reduces to du V dy = F(v, y). Give the expression of F(v, y)

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