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MODERN PUBLICATION-DIFFERENTIAL EQUATIONS-EXERCISE 9 (h) Long Answer Type Questions (I)
- Show that each of the following differential equations is homogeneous...
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- Show that the differential equation (dy)/(dx)=(y-x)/(y+x) is homogenou...
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- y^2+x^2(dy)/(dx)=x y(dy)/(dx)
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- Show that each of the following differential equations is homogeneous...
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- Show that each of the following differential equations is homogeneous...
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- show that the given differential equation is homogeneous and solve eac...
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- Show that each of the following differential equations is homogeneous...
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- Show that each of the following differential equations is homogeneous...
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- Show that each of the following differential equations is homogeneous...
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- Show that each of the following differential equations is homogeneous...
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- Show that each of the following differential equations is homogeneous...
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- Show that each of the following differential equations is homogeneous...
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- Show that each of the following differential equations is homogeneous...
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- Show that each of the following differential equations is homogeneous...
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- Solve : (x^3+y^3)dy-x^2y\ dx=0
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- Solution of the differential equation x^(2)y dx-(x^(3)+y^(3))dy=0 is
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- Show that each of the following differential equations is homogeneous...
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- (xcosy/x)(dy)/(dx)=(ycosy/x)+x
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- Solve the differential equation y e^(x/y)dx=(x e^(x/y)+y^2)dy(y!=0)
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- Find the particular solutions of the following problems : x^(2)dy-(x...
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