4)Find the complete integral of xp+3yq=2(z-x²q²)
Solution
We have;
Hence;
Thus, the Charpit's auxiliary equations are;
Therefore;
which yields qx = a (constant). Putting this value of q in the given equation, we have
Therefore, dz = p dx + q dy gives;
On integrating, we have the required solution as;
a and b are constants
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