Intigration 0to Q q/c dq= here cis constant
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Rewriting q2(dy)2 + q(p - \)dxdy + pq dx dy+ +p(p - \)(dx)2 = 0 or [pdx+q dy][q ... or — x = €2 The second Monge's equation (12) is q2dpdy + p(p - l)dq dx = 0. ... From the first and third, x — c = constant = c^ From second and third Integrating V^(z) + >' = constant ... Example 3: Solve x2r - 2xs + t + q = 0 Solution: Here fl = A'2.
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