z=xf(ax+by)+g(ax+by) | Partial Differential Equations | L1k,288

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z=ax+by+ab z=ax+by+ab
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Form the PDE by eliminating the arbitrary function from the relation z=xf(x+y)+g(x+y) Form the PDE by eliminating the arbitrary function from the relation z=xf(x+y)+g(x+y)
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z=xf(y)+yg(x) | Partial Differential Equations L1k,283 z=xf(y)+yg(x) | Partial Differential Equations L1k,283
1)z=ax+by+ab./2)z=ax+a**2y**2+b/3)z=(x+a)(y+b)/4)az+b=a**2x+y 1)z=ax+by+ab./2)z=ax+a**2y**2+b/3)z=(x+a)(y+b)/4)az+b=a**2x+y
formation of partial differential equations by eliminating arbitrary constants || pde || calculus formation of partial differential equations by eliminating arbitrary constants || pde || calculus
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