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[" Show that,the equation of all circles...

[" Show that,the equation of all circles touching the "y" -axis at "],[" the origin is,"],[qquad [2xy(dy)/(dx)=y^(2)-x^(2),[NCERT]]]

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Show that , the equation of all circles touching the y-axis at the origin is , 2xy (dy)/(dx) = y^(2) - x^(2)

Show that , the equation of all circles touchung the y -axis at the origin is 2xy dy/dx= y^2-x^2 .

(dy)/(dx)=(y^(2)-x)/(xy+y)

Find the differential equation of all circles touching the x-axis at the origin y-axis is the origin

Form the differential equation of the family of all circles touching the y-axis at origin.

Form the differential equation of all circle touching the x-axis at the origin and centre on the y-axis.

Form the differential equation of all circle touching the x-axis at the origin and centre on the y-axis.

Form the differential equation of all circle touching the x-axis at the origin and centre on the y-axis.

Form the differential equation of all circle touching the x-axis at the origin and centre on the y-axis.

Form the differential equation of all circle touching the x-axis at the origin and centre on the y-axis.