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Consider the equation of all circles whi...

Consider the equation of all circles which
pass through the origin and whose centres
are on the x-axis.
Find the DE corresponding to the above
equation.

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MAXIMUM PUBLICATION-DIFFERENTIAL EQUATION-EXAMPLE
  1. Write the order and degree of the DE [dy/dx]^2+dy/dx-sin^2y=0

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  2. Consider the equation of all circles which pass through the origin a...

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  3. Consider the equation of all circles which pass through the origin a...

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  4. Find a particular solution satisfying the given condition.(x^3+x^2+x...

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  5. Write the degree of the DE y'=2xy. [0,1,2,3]

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  6. Express y'=2xy in the form Mdx=Ndy where M is a function of x and N ...

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  7. Solve y'=2xy, y(0)=1

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  8. Solve the following DE. dy/dx=(y^2-x^2)/(2xy)

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  9. Solve the linear differential equation xdy/dx-y=(x-1)e^x

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  10. Choose the correct answer from the bracket. The solution of the di...

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  11. Choose the correct answer from the bracket. The solution of the di...

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  12. Choose the correct answer from the bracket. The solution of the di...

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  13. Choose the correct answer from the bracket. The solution of the di...

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  14. Form the DE of the family of circles touching the x-axix at origin.

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  15. Solve the DE x^2dy/dx=x^2-2y^2+xy

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  16. Choose the correct answer from the bracket The DEdy/dx+y/x=e^x,x>0 i...

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  17. Choose the correct answer from the bracket The integrating factor o...

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  18. Solve dy/dx+y/x=e^x

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  19. Solve the DEdy/dx=(x+y)/(x-y)

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  20. Consider the DEdy/dx=(y^3+3x^2y)/(x^3+3xy^2) Identify the DE? Give r...

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