Question

Find tha solution of tha differential eqation p2+y2=1

Answer 1

Solution.

Solution.We will use

Solution.We will use p

Solution.We will use p-discriminant for investigation of the 0.

Solution.We will use p-discriminant for investigation of the 0.Putting this into the differential equation yields the equation It follows from here that the equation of the

Solution.We will use p-discriminant for investigation of the 0.Putting this into the differential equation yields the equation It follows from here that the equation of the p

Solution.We will use p-discriminant for investigation of the 0.Putting this into the differential equation yields the equation It follows from here that the equation of the p-discriminant describes two horizontal lines: It is easy to check that this solution satisfies the given differential equation:

Solution.We will use p-discriminant for investigation of the 0.Putting this into the differential equation yields the equation It follows from here that the equation of the p-discriminant describes two horizontal lines: It is easy to check that this solution satisfies the given differential equation:Now we find the general solution of the differential equation. We can write it in the following form:

Solution.We will use p-discriminant for investigation of the 0.Putting this into the differential equation yields the equation It follows from here that the equation of the p-discriminant describes two horizontal lines: It is easy to check that this solution satisfies the given differential equation:Now we find the general solution of the differential equation. We can write it in the following form:√