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y log y dx - x dy=0...

`y log y dx - x dy=0`

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The correct Answer is:
`y=e^(cx)`.
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MODERN PUBLICATION-DIFFERENTIAL EQUATIONS-EXERCISE 9 (f) Long Answer Type Questions (I)
  1. Solve the following differential equation: cosx(1+cosy)dx-siny(1+sinx)...

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  2. Solve the following differential equation: \ cos e c\ xlogy(dy)/(dx)+\...

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  3. y log y dx - x dy=0

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  4. Solve the equation: e^xsqrt(1-y^2)dx+y/xdy=0

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  5. Solve the following initial value equations : x(1+y^(2))dx-y(1+x^(2)...

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  6. Solve the following differential equation: sqrt(1+x^2+y^2+x^2\ y^2)\ ...

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  7. Find the particular solution of the differential equation (1+y^(2))(1+...

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  8. Solve the following initial value equations : (dy)/(dx)=(1+y^(2))/(1...

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  9. Solve the following initial value equations : (1+e^(2x))dy+(1+y^(2))...

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  10. Solve the following initial value problems and find the corresponding ...

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  11. Solve the following initial value problem: x(dy)/(dx)+1=0; y(-1)=0

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  12. Solve the following initial value problems and find the corresponding ...

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  13. Solve the following initial value problems and find the corresponding ...

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  14. Solve the following initial value problems and find the corresponding ...

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  15. Solve the following initial value problems and find the corresponding ...

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  16. Find the particular solution of the following differential equation...

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  17. Find the particular solution of the following : (dy)/(dx)= 4 xy^(2),...

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  18. Find the particular solution of the following : (dy)/(dx)= y tan x, ...

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  19. Find the particular solution of the differential equation e^xsqrt(1-y^...

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  20. Find the particular solution of the following : (x+1)(dy)/(dx)=2e^(-...

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