Question: Classify DEs based on type, order and linearity. Also determine if a DE is of a form that we learned to solve: separable, autonomous, first-arder

Classify DEs based on type, order and linearity. Also determine if a DE is of a form that we learned to solve: separable, autonomous, first-arder linear, exact, homogeneoas, Bernowlli, or reducible to separalle. Some Dis may be more than one.(a)dydx=x-yx(b)dydx=1y-x(c)(x1)dydx=-y10(d)dydx=1x(x-y)(e)dydx=y2yx2x(f)dydx-5yy2(a)dydx=y3=4y(in)(x22yx)dx-(3-lnx2)dy

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