2.
Solve the partial differential equation
ôz
= xy
oy
2
Answers
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1
Step-by-step explanation:
The primitives of Clairaut's equation y=px +f(p) is given by
(y+x+c)(y+3x - c) = 0
O (y-x-c)(y-3x-c)=0
O (y-x)(3x-y) = 0
y log x - xy = c
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