Find the general solution of the differential equations:(1+x2)dy+2xydx=cotxdx(x=0)
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What is the degree of the differential equation(d3ydx3)2/3+4−3(d2ydx2)+5(dydx)=0?
What is the degree of the differential equationkd2ydx2=[1+(dydx)3]3/2, where k is a constant?
The solution of the differential equation dxdy=x2−2x3y33x2y4+2xy is
The solution to the differential equationdydx=yf′(x)−y2f(x) Where f(x) is a given function is
The differential equation for the family of curve x2+y2−2ay=0, where a is an arbitrary constant, is