`x(dy)/(dx)+y=3x^2-2, x gt0`

x(dy)/(dx)+y=3x^(2)-2,x>0

Solve the differential equation x (dy )/(dx) - y = 2 x^(3), x gt 0

If y(x) is the solution of the differential equation ( dy )/( dx) +((2x+1)/(x))y=e^(-2x), x gt 0 , where y(1) = (1)/(2) e^(-2) , then

x (dy)/(dx) - y = 2x ^(3)

find (dy)/(dx) if y=2(3x-2),x=4

(dy/dx)+(2/x)y=sinx , x gt 0

x (dy)/(dx) - y = ( x-1 ) e ^(x), x gt 0

3x^(2)y+(dy)/(dx)=0

(xa) (dy) / (dx) + 3y = 12 (xa) ^ (3), x> a> 0 (xa) + 3y = 120x-a), x> a> 0dx