- #1
finmaths123
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Hi guys tryin to study for a pde exam and cannot solve this question
Find a general solution of the equation
exp(-x)dz/dx+{/y(squared)}dz/dy=exp(x)yz
(ii) Solve the Cauchy problem, i.e. find the integral surface of this equation
passing through the curve .
y = ex/3 , z = e .
Calculate the partial derivatives of the solution z(x, y) of the Cauchy problem you found and show that it satisfies the partial differential equation.
Help would be greatly appreachated
Find a general solution of the equation
exp(-x)dz/dx+{/y(squared)}dz/dy=exp(x)yz
(ii) Solve the Cauchy problem, i.e. find the integral surface of this equation
passing through the curve .
y = ex/3 , z = e .
Calculate the partial derivatives of the solution z(x, y) of the Cauchy problem you found and show that it satisfies the partial differential equation.
Help would be greatly appreachated