{y'[x] == (1+x+y[x])^(1/2)}
{Exp[x]*Sin[y[x]]+Tan[y[x]]+(Exp[x]*Cos[y[x]]+x*Sec[y[x]]^2)*y'[x] == 0}
{6*x*y[x]^3+2*y[x]^4+(9*x^2*y[x]^2+8*x*y[x]^3)*y'[x] == 0}
{y'[x] == (b+a*y[x])/(d+c*y[x])}
{2*x-2*Exp[x*y[x]]*Sin[2*x]+Exp[x*y[x]]*Cos[2*x]*y[x]+(-3+Exp[x*y[x]]*x*Cos[2*x])*y'[x] == 0}
{x^2*y[x]^3+x*(1+y[x]^2)*y'[x] == 0}
{(-x^2+x+1)/x^2+y[x]*y'[x]/(-2+y[x]) == 0}
{y'[x]+((y[x]+1)*(y[x]-1)*(y[x]-2))/(x+1)==0}
{y'[x]==(x+y[x])^(1/2)}
{(y'[x]*x-y[x])*(Log[y[x]]-Log[x])==x}
{y'[x]==(x*y[x]^2+2*y[x]^3)/(x^3+x^2*y[x]+x*y[x]^2)}
{y'[x]==(2*y[x]^2-x*y[x]+2*x^2)/(x*y[x]+2*x^2)}
{y'[x]==(-6*x+y[x]-3)/(2*x-y[x]-1)}
{y'[x]==(2*x+y[x]+1)/(x+2*y[x]-4)}
{(1/x+2*x)+(1/y[x]+2*y[x])*y'[x]==0}
{(Exp[x*y[x]]*(x^4*y[x]+4*x^3)+3*y[x])+(x^5*Exp[x*y[x]]+3*x)*y'[x]==0}
{(12*x^3*y[x]+24*x^2*y[x]^2)+(9*x^4+32*x^3*y[x]+4*y[x])*y'[x]==0}
{2*t-2*Exp[t*y[t]]*Sin[2*t]+Exp[t*y[t]]*Cos[2*t]*y[t]+(-3+Exp[t*y[t]]*t*Cos[2*t])*y'[t] == 0}
{y[x]+x*y'[x]==x*y[x]*(y'[x]-1)}
{y'[x] == - (x+y[x])/(3*x+3*y[x]-4)}
{(5*x+y[x]-7)*y'[x]==3*(x+y[x]+1)}
{(3*x-y[x]+1)-(6*x-2*y[x]-3)*y'[x]==0}
{(2*x+3*y[x]+1)+(4*x+6*y[x]+1)*y'[x]==0}
{y[x]==y'[x]+1/2*(y'[x])^2}
{y'[x]==(3*x-y[x]+1)/(3*y[x]-x+5)}
{(3*y[x]-7*x+7)+(7*y[x]-3*x+3)*y'[x]==0}
{y'[x]==(x+y[x]+4)/(x+y[x]-6)}
{(x+2/y[x])*y'[x]+y[x]==0}
{(6*x+4*y[x]+3)+(3*x+2*y[x]+2)*y'[x]==0}
{y'[x]==(x^3*Exp[x^2])/(y[x]*Log[y[x]])}
{(3+2*x+4*y[x])*y'[x]==1+x+2*y[x]}
{(2*x^3*y[x]+y[x]^3)-( x^4+2*x*y[x]^2)*y'[x]==0}
{y'[x]==a+b Cos[A x+ B y[x]]}
{y'[x]==Sec[x]^2 Sec[y[x]]^3}
{y'[x]==a+b Sin[A x+ B y[x]]}
{x y'[x]+2 y[x]==Sqrt[1+y[x]^2]}
{x^2 y'[x]+a x^2 +b x y[x]+c y[x]^2==0}
{y[x] y'[x]+x Exp[-x](1+y[x])==0}
{(1+y[x])y'[x]==x^2(1-y[x])}
{(x-y[x])y'[x]==(1+2 x y[x])y[x]}
{(2+2 x-y[x])y'[x]+3(1+2 x- y[x])==0}
{(4+2 x-y[x])y'[x]+5+x-2 y[x]==0}
{(1-3 x+y[x])y'[x]==2(x-y[x])}
{(a+b x+y[x])y'[x]+a-b x-y[x]==0}
{(x^2-y[x])y'[x]+x==0}
{(1+x+2 y[x])y'[x]+1-x-2 y[x]==0}
{(1-4 x-2 y[x])y'[x]+2 x+y[x]==0}
{(6 x-2 y[x])y'[x]==2+3 x-y[x]}
{3(2-y[x])y'[x]+x y[x]==0}
{(x-3 y[x])y'[x]+4+3 x-y[x]==0}
{(4-x-3 y[x])y'[x]+3-x-3 y[x]==0}
{(2+2 x+3 y[x])y'[x]==1-2 x-3 y[x]}
{(5-2 x-3 y[x])y'[x]+1-2 x -3 y[x]==0}
{(1+9 x-3 y[x])y'[x]+2+3 x-y[x]==0}
{(3+2 x+4 y[x])y'[x]==1+x+2 y[x]}
{(11-11 x-4 y[x])y'[x]==62-8x -25 y[x]}
{(6+3 x+5 y[x])y'[x]==2 + x+7 y[x]}
{(x+4 x^3+5 y[x])y'[x]+7 x^3+3 x^2 y[x]+4 y[x]==0}
{(5-x+6 y[x])y'[x]==3-x+4 y[x]}
{3(x+2 y[x])y'[x]==1-x-2 y[x]}
{(3-3 x+7 y[x])y'[x]+7-7 x+3 y[x]==0}
{(140+7 x-16 y[x])y'[x]+25+8 x+y[x]==0}
{(3+9 x+21 y[x])y'[x]==45 +7 x-5 y[x]}
{x y[x] y'[x]+x^2 Exp[(-2 y[x])/x]-y[x]^2==0}
{x(1-y[x])y'[x]+(1+x)y[x]==0}
{x(1-y[x])y'[x]+(1-x)y[x]==0}
{x(x+y[x])y'[x]==x^2+y[x]^2}
{y[x](1-x)y'[x]+x(1-y[x])==0}
{x^2(1-y[x])y'[x]+(1-x)y[x]==0}
{x^2(1-y[x])y'[x]+(1+x)y[x]^2==0}
{x(3+2 x^2 y[x])y'[x]+(4+3 x^2 y[x])y[x]==0}
{(3 x+y[x])^2 y'[x]==4(3 x+2 y[x])y[x]}
{(1-3 x-y[x])^2 y'[x]==(1-2 y[x])(3-6 x-4 y[x])}
{x(1-y[x]^2)y'[x]==(1+x^2)y[x]}
{x(x^2+y[x]^2)y'[x]==(x^2+x^4+y[x]^2)y[x]}
{x(x^2-2 y[x]^2)y'[x]==(2 x^2-y[x]^2)y[x]}
{(x^3+y[x]^3)y'[x]+x^2(a x+3 y[x])==0}
{(3 x^3+6 x^2 y[x]-3 x y[x]^2+20 y[x]^3)y'[x]+4 x^3+9 x^2 y[x]+6 x y[x]^2-y[x]^3==0}
{x y[x]^3 y'[x]==(1-x^2)(1+y[x]^2)}
{x(x^4-2 y[x]^3)y'[x]+(2 x^4+y[x]^3)y[x]==0}
{(2-10 x^2 y[x]^3+3 y[x]^2)y'[x]==x(1+5 y[x]^4)}
{(a x^3+(a x+b y[x])^3)y[x] y'[x]+x((a x+b y[x])^3+b y[x]^3)==0}
{x(x+Sqrt[x^2+y[x]^2])y'[x] +y[x] Sqrt[x^2+y[x]^2]==0}
{(y'[x])^2==x-y[x]}
{(y'[x])^2+3 x^2==8 y[x]}
{(y'[x])^2==(y[x]-a)(y[x]-b)(y[x]-c)}
{(y'[x])^2+f[x](y[x]-a)^2 (y[x]-b)==0}
{(y'[x])^2+f[x](y[x]-a)(y[x]-b)(y[x]-c)==0}
{(y'[x])^2+f[x](y[x]-a)^2 (y[x]-b) (y[x]-c)==0}
{(y'[x])^2==f[x]^2 (y[x]-a)(y[x]-b)(y[x]-c)^2}
{(y'[x])^2-x y'[x]-y[x]==0}
{(y'[x])^2+2 x y'[x]-y[x]==0}
{(y'[x])^2+2 x y'[x]-y[x]==0}
{(y'[x])^2+(1+2 y[x])y'[x]+y[x](y[x]-1)==0}
{(y'[x])^2-2(1-3 y[x])y'[x]-(4-9 y[x])y[x]==0}
{x (y'[x])^2+y[x] y'[x]+a==0}
{x (y'[x])^2-(3 x-y[x])y'[x]+y[x]==0}
{x (y'[x])^2-2 y[x] y'[x]+a==0}
{4 x (y'[x])^2+4 y[x] y'[x]==1}
{x^3 (y'[x])^2+x y'[x]-y[x]==0}
{(x^2-4 y[x]^2) (y'[x])^2 +6 x y[x] y'[x]-4 x^2+y[x]^2==0}
{(y'[x])^3+(1-3 x)(y'[x])^2-x(1-3 x)y'[x]-1 -x^3==0}
{x (y'[x])^3 - 2 y[x](y'[x])^2 + 4 x^2==0}
{x^2 (y'[x])^3 -2 x y[x] (y'[x])^2 +  y[x]^2 y'[x]+1==0}
{x^4 (y'[x])^3 -x^3 y[x] (y'[x])^2 - x^2 y[x]^2 y'[x]+x y[x]^3==1}
{y[x] (y'[x])^3 -3 x y'[x] + 3 y[x]==0}
{2 y[x] (y'[x])^3 -3 x y'[x]+2 y[x]==0}
{(y'[x])^4 +4 y[x] (y'[x])^3+6 y[x]^2 (y'[x])^2-(1-4 y[x]^3) y'[x]- (3-y[x]^3) y[x]==0}
{2 (y'[x])^4 -y[x] y'[x]-2 ==0}
{x (y'[x])^4 -2 y[x] (y'[x])^3+12 x^3==0}
{y'[x]*Log[y'[x]+Sqrt[a+(y'[x])^2]]-Sqrt[1+(y'[x])^2]-x*y'[x]+y[x]==0}
{y'[x]==(2*x+y[x]-1)/(4*x+2*y[x]+5)}
{(1+x)*y[x]+(1-y[x])*x*y'[x]==0}
{(y[x]^2+x*y[x]^2)+(x^2-y[x]*x^2)*y'[x]==0}
{(3*y[x]-7*x+7)+(7*y[x]-3*x+3)*y'[x]==0}
{(y[x]-x*y'[x])/(y[x]^2+y'[x])==(y[x]-x*y'[x])/(1+x^2*y'[x])}
{(3*x+2*y[x]+1)-(3*x+2*y[x]-1)*y'[x]==0}
{(x+y[x]-1)+(2*x+2*y[x]-3)*y'[x]==0}
{(x+y[x])+(2*x+2*y[x]-1)*y'[x]==0}
{(x+2*y[x])+(3*x+6*y[x]+3)*y'[x]==0}
{(3*x+2*y[x]+3)-(x+2*y[x]-1)*y'[x]==0}
{(2*x*y[x]+1)/y[x]+(y[x]-x)/y[x]^2*y'[x]==0}
{x*Sqrt[x^2+y[x]^2]-(x^2*y[x])/(y[x]- Sqrt[x^2+y[x]^2])*y'[x]==0}
{(x^4*y[x]^2-y[x])+(x^2*y[x]^4-x)*y'[x]==0}
{((x*y[x]+1)/y[x])+((2*y[x]-x)/y[x]^2)*y'[x]==0}
{y[x]+(1+y[x]^2*Exp[2*x])*y'[x]==0}
{(x^2-y[x])*y'[x]+x==0}
{(1+x)*y[x]+(1-y[x])*x*y'[x]==0}
{(y[x]^2+x*y[x]^2)+(x^2-y[x]*x^2)*y'[x]==0}
{a*x*y'[x]+2*y[x]==x*y[x]*y'[x]}
{u[v]*(1-v)+v^2*(1-u[v])*u'[v]==0}
{x'[t]==t/(x[t]*Exp[t+2*x[t]])}
{1/\[Theta]*y'[\[Theta]]== y[\[Theta]]*Sin[\[Theta]]/(y[\[Theta]]^2+1)}
{x*(y[x]-3)*y'[x]==4*y[x]}
{(x^3+3*x*y[x]^2)*y'[x]==y[x]^3+3*x^2*y[x]}
{(3*x+3*y[x]-4)*y'[x]==-(x+y[x])}
{(3*y[x]-7*x+7)+(7*y[x]-3*x+3)*y'[x]==0}
{y'[x]==2*Sqrt[2*x+y[x]+1]}
{(y[x]^2+x*y[x]^2)+(x^2-x^2*y[x])*y'[x]==0}
{1/(x^2-x*y[x]+y[x]^2)==1/(2*y[x]^2-x*y[x])*y'[x]}
{y'[x]==(2*y[x]-x+5)/(2*x-y[x]-4)}
{(2*x+y[x]+1)-(4*x+2*y[x]-3)*y'[x]==0}
{(x+4*y[x])*y'[x]==2*x+3*y[x]-5}
{y'[x]==(x-2*y[x]+5)/(y[x]-2*x-4)}
{y[x]+x*(2*x*y[x]+1)*y'[x]==0}
{2*y[x]+(x^2*y[x]+1)*x*y'[x]==0}
{y'[x]==(x+y[x]+1)/(2*x+2*y[x]-1)}
{y''[x]*y'[x]==x*(1+x)}
{(x+2/y[x])*y'[x]+y[x]==0}
{(x*Log[y[x]]+x*y[x])+(y[x]*Log[x]+x*y[x])*y'[x]==0}
{(3*x^2*(1+Log[y[x]]))+(x^3/y[x]-2*y[x])*y'[x]==0}
{y'[x]==(x+y[x]+4)/(x+y[x]-6)}
{y'[x]==(x+y[x]-1)/(x+4*y[x]+2)}
{y'[x]==(y[x]-x*y[x]^2)/(x+x^2*y[x])}
{(y[x]^2+x*y[x]+1)+(x^2+x*y[x]+1)*y'[x]==0}
{y[x]==x*y'[x]+x^2*(y'[x])^2}
{2*t+3*x[t]+(x[t]+2)*x'[t]==0}
{y'[x]*y[x]==1-x*(y'[x])^3}
{w'[z] == -1/2 - Sqrt[1/4 - 3*w[z]]}
{(1+x^2)*y''[x]+1+x*(y'[x])^2==1}
{(1+x^2)*y''[x]+(y'[x])^2==0}
{(y'[x])^2==x+y[x]}
{(y''[x])^2+y'[x]==x}
{y''[x]+Sin[x]*y'[x]+(y'[x])^2==0}
{y'[x]+ a*Sin[\[Alpha]*y[x]+\[Beta]*x] + b==0}
{y'[x] + f[x]*Sin[y[x]] + (1-f'[x])*Cos[y[x]] - f'[x]- 1==0}
{(y[x]-x^2)*y'[x]-x==0}
{(2*y[x]+x+1)*y'[x]-(2*y[x]+x-1)==0}
{(2*y[x]-6*x)*y'[x]-y[x]+3*x+2==0}
{(4*y[x]+2*x+3)*y'[x]-2*y[x]-x-1==0}
{(4*y[x]-2*x-3)*y'[x]+2*y[x]-x-1==0}
{(4*y[x]+11*x-11)*y'[x]-25*y[x]-8*x+62==0}
{x^2*(y[x]-1)*y'[x]+(x-1)*y[x]==0}
{(y[x]+3*x-1)^2*y'[x]-(2*y[x]-1)*(4*y[x]+6*x-3)==0}
{4*x^3 + 9*x^2*y[x] + 6*x*y[x]^2 - y[x]^3 + (3*x^3 + 6*x^2*y[x] - 3*x*y[x]^2 + 20*y[x]^3)*y'[x]==0}
{((a - b)*(-x + y[x]*y'[x]))/(a + b) + (x^2/a + y[x]^2/b)*(x + y[x]*y'[x])==0}
{x + 5*x*y[x]^4 + (-2 - 3*y[x]^2 + 10*x^2*y[x]^3)*y'[x]==0}
{x*(a*y[x]^3 + (b*x + a*y[x])^3) + y[x]*(b*x^3 + (b*x + a*y[x])^3)*y'[x]==0}
{2*x*Sin[\[Alpha]]*y[x] + Cos[\[Alpha]]*(-x^2 + y[x]^2) + x*Sqrt[x^2 + y[x]^2] + (-2*x*Cos[\[Alpha]]*y[x] + Sin[\[Alpha]]*(-x^2 + y[x]^2) + y[x]*Sqrt[x^2 + y[x]^2])*y'[x]==0}
{1 + (2/E^(x*y[x]) + 3*E^(x*y[x]))*x*(y[x] + x*y'[x])==0}
{-y[x] + 2*x*y'[x] + y'[x]^2==0}
{2*x*y[x] - 2*x^2*y'[x] + y'[x]^2==0}
{a + y[x]*y'[x] + x*y'[x]^2==0}
{y[x] + (-3*x + y[x])*y'[x] + x*y'[x]^2==0}
{-x + 2*y[x]*y'[x] + x*y'[x]^2==0}
{a - 2*y[x]*y'[x] + x*y'[x]^2==0}
{-y'[x] + x*(-y[x] + x*y'[x])^2==0}
{-(f[x]^n*(-a + y[x])^(1 + n)*(-b + y[x])^(-1 + n)) + y'[x]^n==0}
{y'[x] == ((1 + y[x])*(1 + x*(-Log[x] - Log[1 + y[x]] + y[x])))/(x*y[x])}
{y'[x] == x^(5/3)/(x^(4/3) + y[x])}
{y'[x] == (I/2)*x^2*(I - 2*Sqrt[-x^3 + 6*y[x]])}
{y'[x] == -1/2*b - (a*x)/2 + x*Sqrt[b^2 - 4*c + 2*a*b*x + a^2*x^2 + 4*a*y[x]]}
{y'[x] == -1/2*b - (a*x)/2 + x^2*Sqrt[b^2 - 4*c + 2*a*b*x + a^2*x^2 + 4*a*y[x]]}
{y'[x] == (I/2)*x*(I - 2*Sqrt[-x^2 + 4*Log[a] + 4*Log[y[x]]])*y[x]}
{y'[x] == 1/(x*y[x]*(1 + x + x*y[x]^2))}
{y'[x] == (y[x]*(x^3 + 3*y[x]^2))/(x*(x + 6*y[x]^2))}
{y'[x] == (x*(-1 + x + 2*x^3 - 2*x*y[x]))/(x^2 - y[x])}
{y'[x] == (2*a)/(32*a^3 - x^2*y[x] - 16*a^2*x*y[x]^2 + 2*a*x^2*y[x]^4)}
{y'[x] == (y[x]*(x^2 + 3*y[x]^2))/(x*(x + 6*y[x]^2))}
{y'[x] == (-8 - 4*x + 2*x^2 + x^3 - 4*x*y[x])/(-8 + 4*x + 2*x^2 - 8*y[x])}
{y'[x] == (y[x]*(2 + 2*x + x^3*y[x]))/((1 + x)*(-1 + 2*x + Log[y[x]]))}
{y'[x] == (8 - 4*x + 4*x^2 - x^3 - 4*x*y[x])/(8 - 8*x + 2*x^2 + 8*y[x])}
{y'[x] == (32 - 8*x + 2*x^2 - x^3 - 8*x*y[x])/(32 - 8*x + 4*x^2 + 32*y[x])}
{y'[x] == (8 - 4*a*x - 2*a*b*x^2 - a^2*x^3 - 4*a*x*y[x])/(8 + 4*b*x + 2*a*x^2 + 8*y[x])}
{y'[x] == (8 - 4*x - 2*a*x^2 - x^3 - 4*x*y[x])/(8 + 4*a*x + 2*x^2 + 8*y[x])}
{y'[x] == (y[x]*(x + x^3 + x^4 + 3*y[x]^2))/(x*(x + 6*y[x]^2))}
{y'[x] == (y[x]*(1 + x + y[x]))/((1 + x)*(x + y[x]^2 + y[x]^3 + y[x]^4))}
{y'[x] == (y[x]*(x^4 + 3*y[x]^2 + 3*x*y[x]^2))/(x*(1 + x)*(x + 6*y[x]^2))}
{y'[x] == (1 - x + 3*x^2 + x^3 + 2*x^4 + 2*x^5 - 2*y[x] - 2*x^2*y[x] - 2*x^3*y[x])/(x^2 - y[x])}
{y'[x] == (x*(1 - x^2 - 2*x^4 + 2*x^2*y[x]))/(-x^2 + y[x])}
{-(a*(-y[x] + x*y'[x])^r) + y''[x] == 0}
{-b - a*Sqrt[1 + y'[x]^2] + y''[x] == 0}
{-2*a*x*(1 + y'[x]^2)^(3/2) + y''[x] == 0}
{-b + a*(-y[x] + x*y'[x])^2 + x*y''[x] == 0}
{-(b*x^2) + a*(-y[x] + x*y'[x])^2 + x^2*y''[x] == 0}
{a*x^2*(x-1)^2*(y'[x]+\[Lambda]*y[x]^2)+b*x^2+c*x+s==0}
{(a*x^n+b*x^m+c)*(x*y'[x]-y[x])+s*x^k*(y[x]^2-\[Lambda]*x^2)==0}
{y'[x]==a*x^n*Exp[2*\[Lambda]*x]*y[x]^2+(b*x^n*Exp[\[Lambda]*x]-\[Lambda])*y[x]+c*x^n}
{x*y'[x]==a*x^(2*n)*Exp[\[Lambda]*x]*y[x]^2+(b*x^n*Exp[\[Lambda]*x]-n)*y[x]+c*Exp[\[Lambda]*x]}
{y'[x]==y[x]^2-\[Lambda]^2+3*a*\[Lambda]-a*(a+\[Lambda])*Coth[\[Lambda]*x]^2}
{y[x]*y'[x]-y[x]==A}
{y[x]*y'[x]-y[x]==-9/100*x+A*x^(-5/3)}
