Form the differential equation of the family of circles touching the y-axis at origin.
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What is the degree of the differential equation(d3ydx3)2/3+4−3(d2ydx2)+5(dydx)=0?
Which one of the following differential equations represents the family of straight lines which are at unit distance from the origin?
Find the differential equation of all parabolas whose axis are parallel to the x-axis.
Consider the equation a2+λx2+b2+λy2=1,
where a and b are specified constants and λ
is an arbitrary parameter. Find a differential equation satisfied by it.
The solution of the differential equation dxdy=x2−2x3y33x2y4+2xy is
Solve the equation
Form the differential equation of family of lines concurrent at the origin.